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Convert Yd to ft Calculator: Measuring Football Pitch Dimensions and need a quick conversion to foot? Our handy tool provides an easy way to convert between Yard to Foot Units. Go through the further modules to know about Conversion Formulas, Examples, and a Common Conversion Chart.

Furthermore, you will have an idea of the guidelines to use the yard to foot calculator, direct formula. All you need to do is enter the Input value of the yard and click on the convert button to get the required conversion. Make all your calculations easily by using the instant free online tool.

What is Yard?

A yard is a unit of Length or Distance in both US Customary Units and the Imperial System. The symbol for the yard is yd. There are 0.33333333 yards in a foot.

What is a Foot?

A foot is a unit of Length or Distance in both US Customary Units and Imperial System. The foot is denoted by the symbol ft or ‘. There are 3 feet in a yard.

How to Convert Yard to Foot?

If you want to convert Yard Unit Measurement to Foot Unit Measurement all you have to do is multiply by the Conversion Ratio. To convert yard to foot multiply the yard value by 3. Use the simple formula for the yard to foot conversion.

The formula for the yard to foot conversion is as follows

ft = yd * 3

Check out the Conversion Formula so that you can do the calculations on your own. If you are still confused on how to solve the yard to foot conversions look out the solved examples having a step by step explanation.

Example

Convert 10 Yards to Feet and show the work?

Solution:

As per the yard to the foot conversion formula ft = yd x 3
Apply the given input value of yard in the above formula and we get as such

ft = 10x 3

Multiply the values and we get the result as follows

= 30 ft

∴ 10 Yards = 30 foots 

Guidelines to use Yard to Foot Calculator

If you are worried about how to use Yard to Foot Calculator you can make use of the simple guidelines listed. They are as follows

• The first and foremost step is to Enter the value of Yards in the input field.
• By default, our calculator will have foot value. If you want any other unit conversion you can select the unit from the dropdown list.
• Click on the Convert button and you will get the output in changed units in no time.

Yard to Foot Conversion Table

Yards	Feet
1 yd	3′
2 yd	6′
3 yd	9′
4 yd	12′
5 yd	15′
6 yd	18′
7 yd	21′
8 yd	24′
9 yd	27′
10 yd	30′

FAQs on Yard to Foot

1.  How many feet go into a yard?

3 Feet go into a yard.

2. What part of a yard is one foot?

1/3rd Part of a yard is one foot.

3. How to convert yard to Foot?

All you need to do is multiply the given input yard value by 3 in order to convert into foot.

4. What is the formula to convert yard to foot?

Formula to convert yard to the foot is ft = yd * 3

Volume of a Cylinder Radius Calculator: If you want to figure out how much water fits in a can or coffee in the mug you have arrived at the right place. Volume of a Cylinder Radius Calculator enables the calculation of the volume of a solid. By going through this article you will have an idea on What is Cylinder, Volume of Cylinder Formula, How to use the Volume of Cylinder Calculator.

The volume of Cylinder Calculator is a free online tool that displays the volume of the cylinder when provided inputs like radius and height. Make your calculations faster as this tool displays the output in a fraction of second.

What is meant by the Volume of Cylinder?

In Mathematics, the Volume of Cylinder is nothing but the region occupied by the three-dimensional shape cylinder. The 3D shape can be obtained by rotating the two-dimensional shape rectangle. Volume is represented using Cubic Units.

Formula to Calculate the Volume of the Cylinder is V = πr²h cubic units

where r is the radius and h is the height.

How to find the Volume of a Cylinder?

We all know the cylinder is a collection of multiple congruent disks stacked one above the other. In order to find the space occupied by the cylinder, you need to calculate the space occupied by each of them and then add up.

The volume of Cylinder is obtained by the Product of Area of Base and Height

Volume = Base Area * Height

For any cylinder with base radius “r” and height “h” Volume is base times the height

Cylinder Volume = (area of base) × height of the cylinder

As the base of Cylinder is Circle area is given by formula  =  πr²

Substituting in the formula we get Volume(V) = πr² × h

Volume of Cylinder = πr2h Cubic Units

Example

Find the Volume of Cylinder when the radius is 8 cm and height is 12 cm?

Solution:

We know Volume of cylinder = πr²h

Given Radius r = 8 cm

Height h = 12 cm

Substitute both the values given in the Volume of Cylinder Formula and on applying them we get outcome as such

V =π(8)²12

=π(64)12

= π(768)

Place π value as 3.14 and multiply the terms i.e.

V = 3.14*768

= 2411.52 cm³

∴ The volume of Cylinder for radius 8 cm and height 12 cm is 2411.52 cm³

Volume of Hollow Cylinder

In the case of a hollow cylinder, we have two radii, one for the inner circle and the other for the outer circle formed by the base of the hollow cylinder. Let r1 and r2 be the radii of a hollow cylinder with height “h” as the height volume of the hollow cylinder is given by the formula

V = πh(r12 – r22)

Steps to use Volume of Cylinder Radius Calculator

To help you out we have listed the basic guidelines on how to use the volume of the cylinder calculator. Follow the instructions carefully and arrive at the solution easily. They are in the following fashion.

• Initially, fill up the inputs like radius, height in the input fields provided for the calculator.
• Choose the metric you want to proceed with the calculation further for both the inputs from the dropdown boxes available be it m, cm, km, in, mi, yd, etc.
• Once, you choose the units, click on the Volume Button.
• You will get the Volume of Cylinder Calculated in a fraction of the second showing the detailed explanation involved in it.

FAQs on Volume of Cylinder

1.  What is the formula to Calculate the Volume of Cylinder?

Formula to Calculate Volume of Cylinder is V = πr²h.

2. How do you Calculate the Volume of Cylinder easily?

You can figure out the Volume of Cylinder easily by making use of our Volume of Cylinder Radius Calculator.

3. What is the Volume of Cylinder?

The volume of Cylinder is nothing but the region occupied by the three-dimensional shape cylinder.

4. How to derive the Volume of Cylinder Formula?

The volume of Cylinder = Base Area * Height

Since the base of the cylinder is in circle shape area of circle = πr²

We know height = h

Substitute in the formula and on doing so we will get as below

V= πr²h

Volume of a Pyramid Calculator: Do you feel tough to calculate the volume of a pyramid? Now, it’s gonna easy for you by our pyramid volume calculator. You have two options to calculate the volume of a pyramid. Choosing the best option gives you full clarity on the concept and help you master in calculating the volume of pyramid-like solid.

With our Volume of a Pyramid Calculator, you can easily calculate the volume of a pyramid with a regular base. All you need to have is a side, height, and shape given, or directly give the base area and height inputs to get the output of the pyramid volume in a given shape. If you are still confused and not sure how to use our pyramid volume calculator tool and how to calculate the volume of a pyramid. Go ahead and know the step by step process in detailed explanation along with solved examples on calculating the volume of a pyramid.

What is meant by the Volume of Pyramid?

In mathematics, The Volume of a Pyramid is equal to the 1/3 times length(1) times the width(w) times the height(h). Basically, the pyramid volume depends upon the type of pyramid’s base, whether it is a triangle, square, or rectangle. If you have all the parameters to calculate the volume of a pyramid then use this simple and direct formula provided below.

Pyramid Volume Formula

A pyramid is a polyhedron figure formed by connecting a polygonal base and an apex. The basic formula for pyramid volume is given by one-third of the product of the area of the base to its height. Such as:

Volume = 1/3 x Area of the Base x Height ⇒ V = ⅓ A × H

Where V = Volume, A = Area and H = height

The Volume of a Pyramid is measured in the following units:

• in³
• ft³
• cm³
• m³ etc

Note: You can also use the equivalent formula to calculate the pyramid volume which is presented under,

Volume of a Pyramid (V) = (1/3) * l * w * h

where ‘l’ and ‘w’ are the length and width of the base, and ‘h’ is the height.

How to Calculate the Volume of a Pyramid with Rectangular Shape?

Solving the volume of a pyramid is an easy task if you know all the parameter values like length, width, and height of the pyramid. Make sure all these dimensions are in the same unit measurements while calculating the pyramid volume. Okay, let’s start the process of calculating the volume of a pyramid in a stepwise manner.

1. First, we have to take the given input fields.
2. Now, to calculate the volume of a pyramid with a rectangular base, find the length and width of the base.
3. Thereafter, multiply those numbers together to determine the area of the base.
4. Next, multiply the area of the base by the height of the pyramid.
5. Later, take that result and divide it by 3 to calculate the pyramid’s volume.
6. Finally, you will get the volume of a pyramid outcome in the required unit metric.

Still not sure about the concept of Volume of a pyramid, check out the solved examples along with step by step explanation. Thus, you will gain more knowledge on how to solve the pyramid volume-based problems of any shape. So, look at the below section without any fail.

Example:

Calculate the Volume of a Pyramid for length 5 Cm, Width 3 Cm, and height 6 Cm?

Solution:

Given Length = 5 Cm

Width = 3 Cm

Height = 6 Cm

As per the formula for Volume of the Pyramid:

V = (1/3)*l*w*h 

By substituting the given inputs in the pyramid volume formula we get the result as under

⇒ V = 1/3 * (5 cm * 3 cm * 6 cm)

Multiply 5 cm and 3 cm

⇒ V = 1/3 * 15.0 cm² * 6 cm

Multiply 15.0 cm² and 6 cm

⇒ V = 90.0 cm³ / 3

Divide 90.0 cm³ by number 3

⇒ Volume = 30.0 cm³.

Thus, the Volume of Pyramid whose length is 5 cm, width is 3 cm, and height is 6 cm is equal to 30 cm³.

How to Use the Volume of a Pyramid Calculator?

The volume of a Pyramid Calculator is a free online tool that calculates the respective shape of the pyramid volume and displays output in a fraction of seconds. Areavolumecalculator.com provides the online volume of a pyramid calculator tool to make your lengthy area and volume-based calculations done at a faster pace. So, try our calculator and find the volume of a pyramid easily by following the below-given instructions.

The procedure to use the volume of a pyramid calculator is as follows:

1. First, Enter the value of Length(l), Width(w), and Height(h) of the pyramid in the given input fields.
2. Now, select the unit measurements as per your requirement and then click on the ‘Volume’ button to get the result.
3. At last, the volume of a pyramid will be displayed on the page along with a detailed explanation of the calculation.

Different Types of Pyramids

Pyramids are of different types, such as:

• Triangular Pyramid
• Square Pyramid
• Rectangular Pyramid
• Hexagonal Pyramid

For all these types of pyramids, the formula for volume is different.

Pyramid Volume Names

Name of the pyramid comes from the shape of the base:

Faces	Edges	Vertices	Shape of base	Pyramid name
4	6	4	triangle	tetrahedron/triangular pyramid
5	8	5	square	square pyramid
6	10	6	pentagon	pentagonal pyramid
7	12	7	hexagon	hexagonal pyramid
8	14	8	heptagon	heptagonal pyramid
9	16	9	octagon	octagonal pyramid

FAQs on Pyramid Volume Calculator

1. How do you find the Volume of a pyramid?

To calculate the pyramid volume for a particular shape, all you need to do is give the inputs of l, w, h in the input fields, and click on the Volume button on our calculator tool. That’s it!

2. What is the formula for Rectangular Pyramid Volume?

The Formula to Calculate the Volume of a Rectangular Pyramid is given by V=1/3*lwh.

3. How do you Solve Volume of a Pyramid Problems Easily?

You can Solve the Volume of a Pyramid Problems Easily by using our handy tool i.e. Volume of a Pyramid Calculator. Simply know how to use our calculator first from our page and get the Volume of a Pyramid along with detailed explanations.

4. Where can I find the Solved Examples for calculating the Volume of a Pyramid?

You can find Various Volume of a Pyramid Worked Examples on our page for a better understanding of the concept.

Perimeter of a Triangle Calculator: Looking for a handy and quick online calculator to find out the triangle perimeter then this is the right destination for you. You can easily calculate the Perimeter of a Triangle by giving your required inputs in our Perimeter of a Triangle Calculator. After entering the inputs it calculates the Triangle Perimeter and displays the output just like that along with step by step explanation.

Look no further for any other because our Triangle Perimeter Calculator is the best out of all. Check further for more information like what is the perimeter of a triangle and formula, how to find the perimeter of various types of a triangle when all side lengths are given, and how to use our Perimeter of a Triangle Calculator. Also, you can look at some solved examples for each type of triangle perimeter formulas from here.

What is the Perimeter of a Triangle?

The definition of the Perimeter of a Triangle is a distance around the shape ie., Triangle. In other words, the perimeter of any 2D closed figure or shape= sum of all its sides. The formula of the Perimeter of a Triangle is illustrated below with a detailed explanation.

Let’s have a look at the formulas and memorize them carefully to find the Perimeter of a Triangle in just a fraction of seconds.

Perimeter of a Triangle formula

1. The most commonly used formula for finding the perimeter of a triangle is by adding all sides. i.e., Triangle Perimeter = a + b + c.

2. Yet, you won’t give three sides always. In this scenario you can do like this, use the law of cosines to find the missing side:

c = √(a² + b² – 2ab * cos(γ))

This can be combined into the perimeter formula, i.e., Triangle Perimeter = a + b + √(a² + b² – 2ab * cos(γ)).

3. One more option is using the law of sines, in case you have one side and the two angles that are formed by that side:

b = sin(β) * a / sin(β + γ)

c = sin(γ) * a / sin(β + γ)

So the triangle perimeter may be stated as Triangle Perimeter = a + (a / sin(β + γ)) * (sin(β) + sin(γ)).

How to Find Perimeter of a Triangle?

Finding the perimeter of a triangle means finding the distance around the triangle. The simplest way to find the perimeter of a triangle is to add up the length of all of its sides, but if you don’t know all of the side lengths you will need to calculate them first by using other suitable formulas.

1. Finding the Perimeter of a Triangle with all three sides (SSS):

The formula for the perimeter of a closed shape is normally equal to the length of all sides of the shape. Therefore, in the case of a triangle, the perimeter will be the sum of all the three sides.

For a triangle to exist some conditions need to be met and they are as follows,

a+b> c

b+c> a

c+a> b

Hence, the formula for the Perimeter of a Triangle when you have all sides is, P= a+b+c.

Where, a, b, c designates the sides of the triangle.

Solved Examples

Question 1: Find the Perimeter of a Triangle whose sides are 4 centimeters, 3 centimeters, and 2 centimeters?

Solution: 

First, take the given triangle sides, they are 4 cm, 3 cm, and 2 cm.

Assume a = 4 cm, b = 3 cm and c = 2 cm then calculate triangle perimeter.

The formula for Perimeter of a triangle = Sum of all sides

⇒ P = a + b + c

⇒ Perimeter = 4 cm + 3 cm + 2 cm = 9.0 cm.

Here it met all three conditions, so Perimeter of a Triangle whose sides are 4 cm, 3 cm, and 2 cm is 9.0 cm.

Question 2: Find the perimeter of an equilateral triangle whose side is 2 cm?

Solution:

Being an equilateral triangle, all the sides are equal.

Thus, a = 2

Perimeter of an equilateral triangle= a + b + c = a + a + a = 3a
= 3 x a = 3 x 2
= 6 cm

Therefore, Perimeter of an equilateral triangle whose sides are equal i.e., a=2 cm is 6.0 cm.

Question 3: Find the perimeter of an isosceles triangle whose sides are equal sides is 4 cm and the third side is 6 cm?

Solution:

Being an isosceles triangle, two sides are equal.

Thus, a = 4, b = 4 and c = 6

Perimeter of an isosceles triangle= a +b + c = a + a + c = 2a + c
= 2 x a + 8 = 2 x 4 + 6
= 14 cm

Therefore, Perimeter of an isosceles triangle whose sides are 4 cm, 4cm, and 6 cm is 14.0 cm.

2. Finding the Perimeter of a Triangle with Two Sides and Angle between them (SAS):

• First and foremost, take the given length of two sides and angle of one side.
• Use the law of cosines to calculate the third side and then find the perimeter of a triangle.
• The formula to find the third side is c= √(a² + b² – 2ab * cos(γ)).​
• Now place the length and angle values in the above formula and calculate the C length.
• After finding the C value, easily you can find the perimeter of a triangle(SAS) using formula i.e., P = a+b+c.

3. Finding the Perimeter of a Triangle with one side and two angles (ASA):

For suppose, you have input say two angles and one length of the triangle then this method will be helpful for you to calculate the perimeter of a triangle easily:

• Initially, write down all given inputs here and then use the law of sines to find the other two sides of the triangle.
• The formulas you need to apply to calculate two sides are b = sin(β) * a / sin(β + γ) and c = sin(γ) * a / sin(β + γ).
• Apply the input angles and one length value in the above formulas and calculate the two side values.
• Finally, we have all three sides lengths so apply them in the formula of the perimeter of a triangle(ASA) i.e., P= a+b+c.

How to Use our Perimeter of a Triangle calculator?

By following the below simple steps you will completely understand how to use our Perimeter of a Triangle Calculator. Once you know how it works then you will surely love our online free calculator to find triangle perimeter.

1. Firstly, you should give your inputs in the respective fields available on the screen.
2. Then, select the units like cm,m, ft, yd, mi, etc. by clicking on the desired one from the drop-down list.
3. After giving all your required inputs, simply tap on the blue colored “Perimeter” button.
4. Later, our Perimeter of a Triangle Calculator displays the solution below the button along with a detailed explanation.

FAQs on Finding Triangle Perimeter

1. How do you find the perimeter of a triangle?

Memorize the Perimeter of a triangle formula and easily find the result for your inputs. For example, If you take a triangle with sides a, b and c, the perimeter P is defined as P = a + b + c.

2. What is the sum of the perimeter of a triangle?

The Perimeter of the Triangle = Sum of the Sides. For instance, if you enter a=2 cm, b=4 cm, c=3 cm then the triangle perimeter = 2 cm + 4 cm + 3 cm (add the length of each side of the triangle).

3. Can a triangle have the same area and perimeter?

The area is measured in square units and the perimeter is measured in length units. Any triangles with the same perimeter and area and with one side the same are congruent.

4. What is meant by the Perimeter of a Triangle?

The perimeter of a triangle is the total distance around the edges of a triangle. In a nutshell, the length of the boundary of a triangle is its perimeter.