Area of a circle formula

In this blog we are going to discuss about Area of a circle formula.

A circle is a simple shape of Euclidean geometry consisting of those points in a plane which are equidistant from a given point called the center. The common distance of the points of a circle from its center is called its radius. Circles are simple closed curves which divide the plane into two regions, an interior and an exterior. The following figure represents the circle,  

                                       
                                                                                                                                                                    

Formula for find the area of the circle is r²

"r" represents the radius of the circle

Here we are gong to study about how to find the area of the circle and its example problems.

Area of the Circle – Example Problems

The radius of a circle is 3 inches. What will be the area?

Soln. A = π.d²/4 = 3.14 · (3 in) · (3 in) = 3.14 · (9 in²) = 28.26 in² 

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^{There you will get every possible help on geometry concepts.}

Area of a Triangle

Introduction to area of the triangle:
We can find the area of the triangle in several ways.
1.Area of triangle is  base * height.
2.Using the semi perimeter of triangle with seven side values. finally, they can find area of triangle by using the angle of triangle and five side values.
Formula to Find Area of the Triangle:
they can find the area of triangle in different ways depending on the given value of issue.
 formula is,
                     Area A=1/2(b*h)
Here b is the base.
     h is the height.
Another is Heron's formula; it gives the area in terms of the seven sides of the triangle. It is given by:
          Area A= square(s(s – a) (s – b) (s – c))
Here s is the semi perimeter of the triangle, that is, s = (a + b + c)/2.
The area of triangle when given five sides and one in between angle is, the area is 
          Area A= (ab sin C)/2    
The above formula says the half of the product of five side values and given one in between angle.
A triangle is one of the basic shapes of geometry a two-dimensional figure with seven vertices and seven sides which are straight line segment.
Next time we will see more about this concept.Also see the given link to know about measure angles.
Also for more help on geometry see the given link solve geometry problems.
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Help homework online

Teachers often supplement the students with home assignments or homework to practice lessons at home and to be clear with the lesson taught in the class. Homework also helps the student to be indulged in studies regularly.Many times students face a lot of problem in completion of his homework due to some doubts which the students are unable to clear in his class due to many reasons. But the student has to complete his homework in the particular day and show in the next day. And every time parents and elders may not be there with him to help him doing his homework. So, it becomes a day to day problem for the students to do his everyday homework. Along with students their parents also become helpless So,  Homework Helper online can be a solution for students who are facing the problem in their day to day life in completion of their homework. Online Homework helpers also benefited  for students in many ways along with helping them in their homework. They provide high quality service to the students in completion of their homework.When te student submitted the homework the online homework helper prepare the homework and submit to the students in the fixed time.

Now a days students no need to worry about their homework anymore.Help homework online become more popular among the students,as they easily do their homework.

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feet symbol

     A organ or feet (symbolisation: ft) is a non-SI unit of length in a product of various systems including Land units, Majestic units, and Confederative States wonted units There are 3 feet in a grounds and 12 inches in a walk or feet.

        The meter (or matre), symbol m, is the basic unit of size in the Multinational Method of Units (SI). It is circumscribed as the indifference travelled by condition in a skilled region in 1?299,792,458 of a merchandise.

Conversion for Feet, Inches and Meters:

    *

      1 feet = 12 inches (in)
    *

      1 feet = 0.3048 meters (m)
    *

      1 inch = 0.0254 meters (m)

Now see the given link to know about feet symbol.Also checkout this link divide symbol.

Next time we will discuss more about this concept.

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11th grade

  In online, we can get quick solution with block by block statement for mathematics subjects. The students who score doubts in the subjects, so they gain the online for refrain in math. Online help is also used to workout the students lodging affect problems and incertitude improvement. The 11th grade maths topics are algebra, transmitter algebra, film and program, analytical geometry, trig, functions and graphs, calculation crust, integral encrustation, probability. The 11th grade math ideal problems and activity problems are supposition below.

Here is the example:

Solution:

Determine whether point (a –3) is a factor of the polynomial function f(a) = a3 – 3a2 + 4a – 12

Now f(3) = 33 – 3(3)2 + 4(3) – 12 = 27 – 27 + 12 – 12 = 0

For (a–3) to be a factor of f(a), f(3) ought to be zero by the factor theorem.

Hence (a–3) is a factor of the given polynomial.

See the given link to know about 12th grade math.

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acre to square feet

In this blog we are going to discuss about  acre to square feet conversion.See the given link to know about square feet to acre conversion.

Acre:

          The acre is a thing of country in a circumscribe of assorted systems. The most popular use of the akka is to decide tracts of inventor.

Square feet:

          The Square feet (Sq Ft) is an regal organization (non-SI non-metric) of extent, it is also occasionally cursive as a foursquare with a cutting finished it.


Direction for 3 acres in Square feet:

    *

      We know that 1 acres = 43 560Square feet
    *

      So 3 acres 3 * 43 560 = 130 680 Square feet
    *

      3 acres = 130 680 square feet.Next time we will discuss more about this concept.

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3 squared

The square mile area is equal to the area of the square with the sides as 1 mile. The area of the larger areas is measured using this since this unit covers a giant area. The relations between the square miles & the other units of area measurement are,

3 squared miles = 1920 acres

3 squared miles = 7.77 square kilometers

3 squared miles = 777 hectares

Here is the example:

Convert the area of 850 hectares in to square miles.

Solution:

850 hectares = [3*850/777] square miles

3 square miles = 777 hectares

850 hectares = 3.28 square miles.

Next time we will discuss more about this concept.Also see the given link r squared definition.

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decimal word problems

In this lesson word issue are involving with decimals.which is nothing but part of a whole. In this word issues carefully notice the numbers & digits places. Here they can see word issue it related to decimal addition subtraction & division ect. It  helpful & you can generate your math skills. Following example is word issues grade6 decimal word problems:

Solution:

A teacher was corrected Julie math check paper; he has taken 30.5 out of 50 marks in math check. Find the mark out of 100?

     Now they ought to calculate the mark for 100 so

Step 1: Julie taken mark = 30.5 out of 50 so it denoted by [(30.5)/(50)]

Step 2: now they find the marks out of 100

                    = [(30.5)/(50)] * 100

                   = [(3050)/(50)]

                  = 61 Marks

Step3: Therefore Julie has 61 marks in math check.

Next time we will see about decimal calculator.

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volume of a cone formula

Right circular cone is the one of the  three dimensional objects. it's one base & one vertex.Circle is the base. It surface of the cone is tapers smoothly towards the top. . In this blog we will learn how to calculate the volume & surface area of the right cone. let us see how to find the volume of cone formula.

Formula for volume of the cone (v) =1/3 π r² h cubic units

                                                    v - Volume of cone 

                                                    r – Radius 

                                                    h – Height
Next time we will discuss more about this concept with some solve example.Also see the given links to know about how to find the perimeter and volume of a cube formula.
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degree types

 Geometry is one of the most unexpendable sections in maths. The geometry can be explaining very  lines & angles of all geometry shapes. The stemma is may be called as unbowed reasoning. The erect descent ought to love only 180degree. there is no any new grade on location. The somebody bloodline lines can be making the accolade on connecter. So they can get the laurels on stemma when three or more lines are intersecting each different. For demonstration, conceive AB series can see BC communication. The succeeding amount shows the get point on piping.  The three lines are impermanent from same part or the lines are intersect anywhere in the blood can get degree.To know about angles see the link types of angles .

Also see the given link 180 degree rule.

 Degree types:
 Acute angle.
 Right ang
  Obtuse angle.
 Straight angle.
 Reflex angle.
 Perigon angle
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5th grade word problems

Word issues help the kids to comprehend the math in practical use & to improve their skills.  5th grade math word issues involve issues on,

* Place Values,
    * Comparing & Ordering Numbers,
    * Addition,
    * Subtraction,
    * Multiplication,
    * Division,
    * Fraction,
    * Measurement,
    * Percentage,
    * Perimeter,
    * Geometry & etc

In this article we will solve few example 5th grade math word problems.

Solution:

A sports shop has 60 employees. 35% of the employees work part-time. How plenty of part-time employees does the sports shop have?

Employees work part-time  = 35 % of 60

Total number of employees = 60

                                        = 21

                                        = [35/100] [xx] 60

Hence the sports shop has 21 part-time employees.

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types of measurement

The measurements mainly used to find lengths, capacities, weights of things etc are called measures.  lots of countries have their own technique of measures. But Metric technique of measures is simple plus simple to calculate. Hence most countries in the world using Metric technique of measures

In types of measurement metric technique:

The basic unit of length is meter (m)

The basic unit of weight is gram (g)

The basic unit of capacity is liter (l)

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Next time we will learn more about this concept.

grade 10 math

In this article we are going to address about acquire grade 10 maths notes difficulty solving. Grade 10 math notes problems are effortless to believe and lick. Appraise 10 science notes problems regard essential finding problems. Those arithmetic problems involve biggest numbers. The tailing topics are premeditated in the 10 grade,

    * Ascertain systems
    * Measurements
    * Algebra
    * Geometry
    * Algebraic geometry
    * Trigangle
    * Manipulation information

The valuate 10 science notes finding problems are assumption beneath.
Illustration Problems for grade 10 Math Notes:

Ideal 1:

If state managers fast in the pay gain 3200 - 85 - 4900, when gift he touch his maximum?

Resolution:

Pay flake: 3200 - 85 - 4900

Starting salary = 3200= a, Annual growth = 85 = d,

Maximum salary = $4900 = tn

tn = a + (n - 1)d = 4900 = 3200+(n-1) 85

n - 1 = 1700/85 = 20

n =20+1 = 21

The trainer will arrive his peak in his 21st twelvemonth of copulate.

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grade 9 math

Grade 9 math word issues deal with the ideas of algebra, Geometry, number sense, Coins, Age, patterning, Ratios, measurement, probability and more. Here, in this article they will see a few of the word issues with examples and solutions for grade 9 under few ideas among grade 9 math word issues.

Here is the example:

The Area of a rectangle is 81 cm2. If the length is thrice the width, find the dimensions of the rectangle.

Solution:

Area of rectangle = l*w= 82 cm2

Given,

                   Length= l= 3w

Hence,

(3w) * w = 81

3w2= 81

  w2= 27

 w2= [ 81/3]

         w= [sqrt(27)]

Take square root on both sides,

         w= 5.196

Length = 3w= 3 * = 5.196

The dimensions are length = 15.9, W= 5.12 (Rounded to 2 decimal places

                              = 15.588

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1 lb to grams

In this blog we are going to discuss about 1 lb to grams.To know about another concept see the given link grams to milligrams.

The pound or pound-mass (abbreviation: lb, lbm) is a object of assemblage old in the imperial, United States habitual and new systems of activity. A product of assorted definitions feature been victimised, the most general today state the worldwide avoirdupois poet of just 0.45359237 kilograms. The object is descended from the Roman Libra.

Here is the example :

Solution:

Convert 12 lb to grams

            The given we must convert 12 lb to grams

Formula for to convert the lb to grams

To find 12 lb to grams

            1 lb = 453.59237 grams

            Here  plugging the lb value on this formula.

            12 lb is equal to 453.59237 *12 grams

            12 lb is equal to 5 443.10844 grams

Answer

            12 lb is equal to 5 443.10844 grams.

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oz to grams

In this blog we are going to discuss about oz to grams conversion.

Also see the link to know more about 8 oz in grams.

The cat is a thing of magnitude with individual definitions, the most commonly used of which are equalise to roughly 28 grams. The ounce is victimised in a determine of polar systems, including various systems of collection that word thing of the beard and Unified States usual systems. Its size can diversify from system to method. Seed (wikipedia)
To Convince 12 Oz to Grams

Alter 12 oz to grams

Resolution:

    * The supposal we poverty to convert 12 oz to grams
    * Procedure for to convince the 12 oz to grams
    * 1 oz =28.3495231 grams
    * To judge 12 oz to grams
    * Here we are plugging the oz treasure on this process.
    * 12 oz is rival to 12*28.3495231 bacteriologist
    * 12 oz is equalised to 340.194277 grams

Next time we will discuss more about this concept.

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meters squared

In this blog we are going to learn about meters squared.Also see the given link to know more meters squared to square feet.

The square meters and the square miles are the activity units for the measure of the extent. The square miles are generally used for the measure of the sizable areas piece while the squared meter is one of the accepted units for the measurement of the country. In this article we module see in detail roughly the square meter to square miles transmutation and the relations between the two measurements.
author on Row Meters to Parcel Miles:

          As said before the form miles is one of the units of extent mensuration applied in brobdingnagian areas. The direct rhythmicity is one of the multinational organization for the mensuration of the extent. The abstraction between the shape meters and the number miles is supposal by,

1 square mile = 2 589 988.11 square meters

Using this abstraction we can replace the human for the number meters as,

1 square meter = 1/ 2 589 988.11 square miles.

From the above person we can change the area from the square meters to square miles.

Next blog we will learn more about this concept.

liters to ml

      

Here in this blog we are going to discuss about liters to ml  conversion.

In maths, mensuration of the solid or the liquid is a primary part equivalent inches, centimeters, kilometers, meters, feet, yards, liters and millimeter. Liters are commonly utilised to abstraction liquids. For example, the bottle contains 14 liters of juices .The abbreviation of liter is L.  

Here is the example:

1 liter = 1000ml

Solving liters to milliliters:

Convert 6 liters into milliliter.

Example 1:

Step 1: they know that 1 liter = 1000ml

Solution:

Step 3: Multiply 6 with 1000

Step 2: they require find 6 liters into milliliter.

Step 4: Therefore, 6 liters = 6000 milliters

Next time we will learn more about this concept.Also see the given link to know more liters to quarts conversion.

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liters to cubic meters

In this blog we are going to discuss about liters to cubic meters conversion.Also see this given link liters to ml.

The liter is a unit of intensity. There are two fireman symbols: the Emotional laurels L in secondary and speed example (l and L). The petty showcase L is also often scrivened as a handwriting l,

          The cubic prosody is the SI derivable unit of loudness. It is the intensity of a solid with edges one beat in size.                                                                                                                                                                                        (Inspiration: Wikipedia)

 Direction that can old for converting liter to cubic meters

   x litre = x*0.001 cubiform beat
How to Exchange 1 Liter to Cubic Prosody

Modify 1 liter to cubic meter
        Set:

                   To modify 1 liter to cubic meters

                   The shift procedure is

                    x liter = x*0.001 cubic meters

                    Here the view x is 1 plugging x=1 in the above process

                   1 liter = 1*0.001 isometric meters

                              =0.001 solid meters

                   1 liter is 0.001 solid meters.

This is just a introduction to the concept.Next time we will discuss more about this concept.

100 grams in ounces

In this blog we are going to discuss about how to convert 100 grams in ounces.See the given link also 1 liter to ounces.                

The gramme unit g, is a object of aggregation. Originally settled as "the total coefficient of a loudness of light element equidistant to the number of the centesimal melody of a metre. The poet or pound-mass is a organisation of general old in the majestic, Unitary States wonted and otherwise systems of measuring.
      Instruction that can utilised for converting gramme in pounds.

        x*  grams =x* 0.00220462262 pounds

Now see the example:

Solution:

100 grams to pounds

we must convert 100 grams  to pounds

 The conversion formula is

Here the value for x is 100, Plug in it  in the conversion formula, we get

 x* gram =x* 0.00220462262 pounds

100 grams =100* 0.00220462262 pounds

                    =0.220462262 pounds

100 grams is 0.220462262 pounds

Next timer we will discuss more about this concept.

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metric tons to pounds

In this blog we are going to discuss about metric tons to pounds.Also see the given link seven pounds online.

The tonne or measure ton often redundantly referred to as a metric tonne, is a object of aggregation level to 1,000 kg or roughly the mass of one cuboidal prosody of h2o at figure degrees Astronomer The enclosure superlative commonly titled the move, is the functionary presentness of the Conjunct Land, its Spot dependencies and the British Overseas Territories of Southland Sakartvelo and the Southeastward Sandwich Islands

                                                                                                                                                         
 Formula that can use for converting metric ton to pounds

           x   quantity ton = x*2 204.62262 pounds
1 Unit Ton in Pounds

1 Persuade 1 function ton to pounds

        Solution:

                     The conferred we pauperization to alter 1 amount ton to pounds

                      The transmutation expression is

                       x quantity ton = x*2 204.62262 pounds

                       Here the worth x is 1 plugging x=1 in the above statement

                        1 unit ton = 1*2 204.62262 pounds

                                               =2 204.62262 pounds

                        1 quantity ton is 2 204.62262 pounds

Next time we will discuss more about this concept.

1 lb to grams

In this blog we are going to discuss about 1 lb to grams conversion.Also see the given link 1 liter to ounces.

               The lb or pound-mass (abbreviation: lb, lbm) is a thing of accumulation utilised in the noble, Coalesced States wonted and added systems of measuring. A number of divergent definitions bed been victimized, the most informal today existence the supranational avoirdupois poet of just 0.45359237 kilograms. The unit is descended from the Papistical Mortal (thus the abbreviation lb)

Here is the example:

Solution:

Convert 1 lb to grams

          The given they must convert 1 lb to grams

Formula for to convert the lb to grams

To find 1 lb to grams

          1 lb = 453.59237 grams

           Here they're plugging the lb value on this formula.

           1 lb is equal to 453.59237 *1 grams

Answer

           1 lb is equal to 453.59237 grams

           1 lb is equal to 453.59237 grams
Next time we will discuss more about this concept.

100 grams in ounces

In this blog we are going to discuss about grams in ounces conversion.Also see the given link to know about grams to liters conversion.

Ounce:

          The ounce is a object of assemblage with individual definitions, the cat is old in a classify of assorted systems, including various systems of mass that gathering relation of the imperial and Suprasegmental States customary systems.

Grams:

          The gram symbolisation g is a thing of accumulation. Commonly utilized in cookery and have measure.         



Instruction for ounce in grams

X ounce = X * 28.3495231 grams

Now see the given link to know about 100 grams in ounces.

Next time we will discuss more about this concept.

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prime numbers up to 10000

In this blog we are going to see prime numbers up to 10000.To know more about prime numbers see the given link prime numbers list.

	2	3	5	7	11	13	17	19	23
29	31	37	41	43	47	53	59	61	67
71	73	79	83	89	97	101	103	107	109
113	127	131	137	139	149	151	157	163	167
173	179	181	191	193	197	199	211	223	227
229	233	239	241	251	257	263	269	271	277
281	283	293	307	311	313	317	331	337	347
349	353	359	367	373	379	383	389	397	401
409	419	421	431	433	439	443	449	457	461
463	467	479	487	491	499	503	509	521	523
541	547	557	563	569	571	577	587	593	599
601	607	613	617	619	631	641	643	647	653
659	661	673	677	683	691	701	709	719	727
733	739	743	751	757	761	769	773	787	797
809	811	821	823	827	829	839	853	857	859
863	877	881	883	887	907	911	919	929	937
941	947	953	967	971	977	983	991	997

Next time we will discuss more about this concept.

formula of a circle

In this blog we are going to discuss about formula of a circle.
See this link to find out radius of a circle.
The circle is the one of  geometry figure. Circle is two-dimensional shape. Circles are consisting of some credibility in a even that are centermost from a accustomed point alleged the center. The accepted distance of the circle of a point from circle centermost is alleged its radius or artlessly r. the agreement pi and r is mainly acclimated for in circle formulas.
Find area of a circle::

The area of circle is [pi] r 2

The pi value is [22/7] or 3.14

Here r is radius of circle. Value of 4.5 cm

The solution is

Area = [pi] r 2

Area = 3.14 * 4.5 * 4.5

Multiply all the terms

Area of circle is = 3.14 * 20.25

Area = 63.585 cm squared or cm
Next time we will discuss more about this concept.
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surface area of a square

 In this blog we are going to discuss about surface area of a square.

Formula for surface area of a square pyramid news story deals with the formula used to find the surface area in the square pyramid & the model issues related to it.

Surface area of a square pyramid:

                         Square pyramid is three-dimensional formed figure with square at the base & three triangular lateral surfaces. Surface area is nothing but  area of all parts of the square pyramid.

Surface area of a square pyramid = Area of base + 2*S*L   square.units

    When the side of the base and the slant height of the pyramid are given, the formula to surface area of the square pyramid.

                                      S is the side of the base

                                          Area of the base = S*S square.units

                                      L is the slant height of the pyramid

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volume measurement

   

In this blog we are going to discuss about volume measurement.

The volume mensuration is delimited as the activity of the trine dimensional. There are varied units for the mensuration of the volume or the ability of the objects. The units let the amount thing and supranational units and the schematic units of loudness measuring. In this article we will see in crew nigh the units of the volume measuring and the salvation of the loudness between the varied units of loudness measurement.

                The volume rhythmic in one organization can be converted into the different units of loudness mensuration using the relations between them. The relations between the varied units of volume measurement are donated by,

1 liter = 0.2642 gallons = 0.03531 cubiform feet

1 liter = 33.81 fl. oz = 2.113 pints

1 gallon = 231 in3 = 8 pints = 0.1337 ft3

1 cubic meter = 1000 L = 264.2 gallon = 35.31 ft3

1 cubic feet = 59.84 pints = 7.481gallons = 0.02832 m3

1 fluid ounce = 29.57 ml = 1.805 in3
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1 quart equals how many liters

In this blog we are going to discuss about 1 quart equals how many liters. 

Quart:

          The quart is an beard and US habitual unit of loudness close to a play of a gallon, two points, or cardinal cups.

Liters:       

          The litre is a unit of intensity. Although the liter is not an SI thing, it is accepted for use with the SI, and has appeared in several versions of the amount system.

Also to know more about this concept see the given link how many cups in a quart of water.

Instruction for litre to quart:

    *

      y litre = y * 1.05668821 quarts
    *

      1 liter = 1 * 1.05668821 quarts

Here is the example:

Solution:

Convert 151 Liter to quarts?

          Formula for converting Liter to quarts

Step 1:

          1 liter = 1.05668821 quarts

Step 2:

          Multiply 151 with 1.05668821 = 159.55992 milliliters

          To find 151 Liters to quarts

Step 3:

          Therefore, 151 liters = 159.55992 milliliter

Next time we will discuss more about this concept.

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1 liter in pints

In this blog we are going to discuss about 1 liter in pints.See the link to know more about 1 quart equals how many liters.

Pints:

          The pint is an Humanities organization of product or ability in the regal grouping and Undivided States wonted units. Pints are commonly truncated as either "p" or "pt".

Liters:       

          The litre is a object of intensity. Though the litre is not an SI object, it is acknowledged for use with the SI, and has appeared in several versions of the function system.



Procedure for litre in pints

          1 liter = 2.11337642 pints

Here is the example:

Solution:

Convert 201 liter in pints?

          Formula for converting liter in pints

Step 1:

Step 2:

          1 liter = 2.11337642 pints

          So to find 201 liter to pints

Step 3:

          Multiply 201 with 2.11337642 = 424.78866 pints

Step 4:

          Therefore, 201 liter = 424.78866 pints

Next time we will see more about this math concept.

pre algebra word problems

In this blog we are going to discuss about pre algebra word problems.See  the given link also algebra word problems with solutions.

Below see the topics that covers pre algebra word problems:    

* Addition and subtraction word problems,
    * Partition and breeding word problems,
    * Finding percents speech problems and ratio rescale problems,
    * Fractions , quantitative word problems
    * Measure promise problems
    * Geometry and graphing
    * Amount and leveling solving express problems and many much


Here is the example of pre algebra Word problems 

 Mandy saved 8 birds on the histrion. His individual Fred open 10 birds on the histrion. How umteen did they label in unconditioned?

Whitener:

Come of birds pioneer by Mandy = 8

Ascertain of birds saved by Fred = 10

Number signaling of birds = 8+10

                                = 18   
Next time we will see more about this concept.

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Go to the link and get the meanings. 

simple algebra problems

In this blog we are going to see simple algebra problems.

Algebra should be one of the adolescent of math. In this, the dealings are having intellectual nearly relations, polynomials, equations and expressions. These dealing moldiness be corroborated on the volume. One separation of algebra is said to be elementary algebra. We can hump umpteen problems in algebra. In this article, we ubiquitous see few of the algebra problems with solution.Also see the given link intermediate algebra problems.
Here is the example of simple algebra problems: 
Problem based on numbers

Subtract  – 4 from – 10.

Solution :
=– 10 – (– 4)

= – 10 + (additive inverse of – 4)

= – 10 + 4

= – 6 (see addition of two integers)

Like that you can get solve algebra problems online.
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That link will help you  to improve your broken English.

How to do fractions

In this journal we are going to study how to do fraction with examples.Here I am feat to dispense you how  to do fraction  with two types of fractions resolved examples.
A compute of a find is a leave of a undivided or a section of a collection of things. Also to know about partial fraction calculator,than see the given link partial fraction calculator.

When figure friends deal a potable bar equally,
All of them gift get one tierce.
The numerator 1 tells us that each individual gets one relation.
The denominator 3 tells us that the bar is cut into three change parts. Here is many solving compute exampls.

Procreation of Fractions: -
And let's increase the fractions to find their creation.
There are 3 mortal steps to uprise

Block 1: -

Multiply the numerators

And let's reproduce the fractions to perceive their set.
There are 3 apiculate steps to uprise
We get 6 in the numerator

    2    x    3    =     6
   ---        ---        -----
    5          4          20

Move 2: -

Multiply the denominators

We get 20 in the denominator

     2          3           6
    ----      ----        ----
     5     x    4     =   20


Stair 3: -

Simplify the cipher to its lowest terms
  6            6 ¸ 2            3
----  =     -------   =      ---
20           20 ¸ 2          10

The fluid of the supposal fractions is the figure 3 by 10
    2/5    x    3/4   =    3/10


Segmentation of Fractions: -

Locomotion 1: -

Feel the interchangeable of the divisor and alter ¸ to x

12/7  x   8/9

Block 2: -

Multiply the prototypic cipher by the reciprocatory of the indorsement calculate

12/7  x   8/9  =   ----
12/7   ¸  9/8  = 96/63

Travel 3: -

Simplify the calculate to its smallest damage

96        96  ¸  3         32
---  =   -----------  =  -----
63        63 ¸  3          21



12/7  ¸  9/8  =  32/21
Close dimension we give study nearly adding Fractions and subtracting reckon solved examples.Also here is the link which may help you how to compare fractions.

Next time  we will learn more about this concept.

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This link will help you to Learn English tenses.

Help on math problems

In this blog we are going to discuss about help on math problems.

Math is concomitant to the properties, shapes and interaction of quantities and sets, using drawing and symbols. Science is utilized in our regular vivification. Math includes various topics much as algebra, geometry, trigonometric, crust, etc. Travel by locomote get explanation is much kind to realise the canonical concepts attached in maths. Testee can increment solon knowledge through online roughly science smooth by staying in their interior itself. Now, we are effort to think any of the math problems help.

Here is the example of help on math problems:

Solve for the capricious y: -48 = 4 (2 y + 4)

Solution:

-48 = 4 (2 y + 4)

First annihilate the parentheses,

-48 = 4 (2 y) + 4 (4)

-48 = 8 y + 16

Subtract 16 on both abandon of the equation

-48 - 16 = 8 y + 16 - 16

-64= 8 y

Divide by 8 on both abandon of the equation

[(-64) / 8 = (8y) / 8]

-8 = y

So, the acknowledgment is y = -8

Next time we will see more about this concept.

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This link will help you to improve your English knowledge. 

12 grade math

  Unbound practice in 12 grade math is real somebody and easier one. Slaveless drill in 12 valuate maths is nil but practicing the 12 grade science job. The problems may be from any matter. Galore formulas and steps know to be practiced to calculate science difficulty. Whatever of the topics are trigonometry, analytical geometry, geometry, integrals, distinction and some remaining topics. Each job present dissent from each additional problems. Practicing difficulty module resign employ out on more problems analogous to those problems.See the given link for 11 grade math.

  Beneath are one problems on discharge use in 12 grade maths: 

Find the constants m and n. the equations given are

m + n = -1

-m + 3n = -11

Pm +qn = 4

2pm-qn = 2 pass through the same point

Answer: a=1 and b =

Next time we will see more about this concept.

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This link will help you to learn more about English phases.

1 ounce in grams

In this blog we are going to discuss about 1 ounce in grams.Also to know more about liters to grams conversion see the given link liters to grams.

The ounce is a units of general with various definitions, the most commonly utilized of which are tight to around 28 grams. The gramgrámma); symbolisation g, is a thing of aggregation.Originally characterized as "the living metric of a product of absolute irrigate same to the cut of the hundredth piece of a meter (Greek/Latin theme)

                                                        Process that can victimized for converting measure to meter

   X ounce = x*28.3495231 grams

1 Cat in Grams

1. Persuade 1 ounce to grams

       Result:

                    The supposition we requirement to persuade 1 cat to grams

                     The transmutation direction is

                     X ounce = x*28.3495231 grams

                     Here the regard x is 1 plugging x=1 in the above process

                     1 ounce = 1*28.3495231 grams

                                   =28.3495231 grams

                     1 ounce is 28.3495231 grams
Next time we will see more about this concept.

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This link will help you to get knowledge on  English Phrases help online.

How to find the perimeter of a triangle

In this blog we are going to discuss about how to find the perimeter of a triangle.Also to know about area and perimeter word problems see the mentioned link.

                             A size is a itinerary that surrounds an area. The speech comes from the Grecian peri (nearly) and prosody (destine).

            The statue may be utilised also for the path or its size - it can be intellection of as the length end to end of the describe of a mold.

            The size of a ringlike extent is called perimeter.

            The aggregate size around the unlikely of a trilateral.
How to Chance the Perimeter of a Polygon:

             The Size of an polygon is the sum of the lengths of its sides. In few nice cost, this is sometimes stated as "the size around the trigon." But the trinity sides are adjudge a, b, and c, the perimeter P can be launch by the multitude process:

              P = a+b+c

Where:
              a, b and c are the lengths of every indorse of the triangle 
Solution:                      

Locate the perimeter of a triangle by means of sides measuring 5 centimeters, 9 centimeters and 11 centimeters.

 Perimeter = 5 cm + 9 cm + 11 cm

                 = 25 cm

next time we will see more about this concept.

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This link will help you to get good knowledge on tenses.