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Convert yd to m Calculator: Finding Area of an Uncultivated Land and struggling to make the conversions from Yards to Meters? You need not bother as we have listed the simple and easy to use online tool to convert yards to meters. You need to simply enter the input Yards value in the tool and then click on the convert button. You will get the output changed units in less time.

Go through the further modules to know the definitions of Yard, Meter, Steps to use Yard to Meter Calculator. For the sake of your convenience, we even provided the common conversion chart, formula, etc. Make use of the handy tool and make your lengthy calculations easily.

What is Yard?

A yard is a unit of Length or Distance in both US Customary Units and Imperial System. The symbol for the yard is “yd”. There are 1.0936133 yards in a meter.

What is Meter?

A meter is a unit of Length or Distance in the Metric System. The symbol for the meter is “m”. There are 0.9144 meters in a yard. The International spelling for this unit is metre.

How to Convert Yard to Meter?

To Convert Yard to Meter you need to multiply the length by the conversion ratio. We have given a simple formula to make your conversions from yard to meter fastly. Check out the conversion formula so that you can make the calculations on your own.

m = yd x 0.9144

To help you out with the Calculations and Conversions even better we have jotted some examples for Yard to Meter Conversions. Look at them as they explain the step by step process and know how to approach while solving the Yard to Meter Problems.

Example

Convert 250 yards to meters?

Solution:

Formula to convert yards to meters is given by

m = yd x 0.9144

Substitute the values in the

m = 250 x 0.9144

Multiplying both the values we get the result as such

= 228.6 meters

∴ 250 Yard = 228.6 meters

How to use Yard to Meter Calculator?

Follow the simple guidelines and instructions while using the Yard to Meter Calculator. You will get the relevant output effortlessly with a simple click. The steps to follow are as such

• Enter the Yard Value in the Input Provision Provided.
• Thereafter, you can choose from the options provided for the unit you want conversion such as mi, cm, m, ft, etc.
• By default, the calculator will have a meter. Once, you are done enter the Convert Button.
• You will get the changed units as output within very less time.

Yard to Meter Conversion Table

Yards	Meters
1 yd	0.9144 m
2 yd	1.8288 m
3 yd	2.7432 m
4 yd	3.6576 m
5 yd	4.572 m
6 yd	5.4864 m
7 yd	6.4008 m
8 yd	7.3152 m
9 yd	8.2296 m
10 yd	9.144 m

FAQs on Yard to Meter

1.  How many meters are in a Yard?

A Yard Contains 0.9144 meters.

2. How to convert yard to meters?

You just need to multiply the value of the yard by 0.9144 to convert the given units into meters.

3. What is the Formula to convert yard to meters?

Formula to convert yard to meters is m = yd x 0.9144

4. Where can I get Worked Out Examples for Yard to Meter Conversions?

You can get Worked Out Examples for Yard to Meter Conversions on our page.

Surface Area of a Cone Calculator: It is a free online tool that provides the output when given radius and height value. Surface Area of a Cone Calculator makes calculations easier for you by giving outputs in a fraction of seconds. Below we will explain how to use our surface area of a cone calculator and what is meant by the surface area of a cone and how to calculate it.

What is meant by the Surface Area of a Cone Calculator?

Cone is a three-dimensional solid figure having a circular base. It tapers from a circular base to the point called the apex. Usually, the cone body has a curved surface. Surface Area of a Cone is the summation of the area of base and area of the cone.

If “r” is the radius and “h” is the height of the cone and the formula to calculate the Surface Area of Cone is given in the further modules.

Surface Area of Cone A = πr(r + √(h² + r²))

How to find the Surface Area of a Cone?

You can calculate the surface area of a cone based on the parameters. We tried explaining it in a clear way by taking enough worked out examples. Have a glance at them and know the method approached to arrive at the solution.

If you are given the radius and slant height value then Surface of a Cone is given by the following formula

Surface Area of Cone A = πr(l+r) Sq. Units

In the other case when you are given the radius and height are known formula to calculate the surface area of a cone is given by

Surface Area of Cone A = πr(r + √(h² + r²))

Hope you got an idea on how to find the surface area of a calculator and the equations powered to find it. Let me explain in detail by taking some enough examples so that you will be familiar with the surface area of a cone concept even better.

Example 1

Find the Surface area of a cone when the radius is 8 cm and height is 10 cm?

Solution:

Surface Area of a Cone is the summation of the Area of cone and Area of the base.

Given that Base Radius (r) = 8 cm

Height(h)= 10 cm

Substitute the values in the formula A = πr(r + √(h² + r²))

i.e. A =  π8(8+√(10² + 8²))

On simplifying further we get as such A =  π8(8+ √(100+64))

= π8(8+ √ (164))

Substitute the value of π = 3.14 and then the mathematical equation will turn into as such

A= 3.14*8(8+√(164))

= 522.6529617 Cm²

Example 2 

Find the surface area of the cone if the radius is 5 cm and the slant height is 15 cm?

Solution:

Surface Area of a Cone if the slant height is given is A = πr(r + l)

Given Slant height l =15 cm

Radius(r) = 5 cm

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

A = π5(5+15)

= π5(20)

=100π

=100(3.14)

= 314 cm²

How to use Surface Area of a Cone Calculator?

Follow the simple steps on how to find the Surface Area of a Cone using our handy calculator. Use this simple tool and calculate the make your calculations faster. They are as follows

• Fill up the value of base radius and height in the inputs.
• Select the input metric be it cm, m, ft, yd, mi, etc. and then click on the Area Button.
• Finally, you will be displayed with the surface area of the cone in the output.

FAQs on Surface Area of a Cone

1.  What is meant by the Surface Area of a Cone?

Surface Area of a Cone is the summation of the area of base and area of the cone.

2.  How do you find the surface area of a cone?

You can find the surface area of a cone using our calculator and get the output in a fraction of seconds.

3. What is the formula of the surface area of a cone?

The formula for the surface area of a cone is πr(r + √(h² + r²)) in which r is the radius and h is the height.

4. What is the difference between the height and slant height of a cone?

The vertical height (or altitude) is the perpendicular distance from the top down to the base. The slant height is the distance from the top, down the side, to a point on the base circumference.

Area of an Equilateral Triangle Calculator: Grasping the step by step process of calculating the Area of an Equilateral Triangle helps students to solve the Math problems easily in their higher classes. Equilateral Triangle Area Calculator is a free online tool that calculates the solution for given inputs within a fraction of seconds. This calculator aids to save students valuable time while solving tough and difficult math problems. So, find the Area of an Equilateral Triangle in a short span with our easy to use Area of an Equilateral Triangle Calculator tool.

By this online calculator, you can make your math calculations easier and faster with accurate results. Also, you can understand the calculation of the Area of an equilateral triangle by going through with our detailed explanation and solved examples. However, you may also learn what is Area of an equilateral triangle and how you can calculate the area from here.

What is meant by Area of an Equilateral Triangle?

The area of an equilateral triangle is defined as the amount of space that remains on a 2D closed surface. Firstly, remember that an equilateral triangle is a triangle where all of its sides are equal and the measurement of all the internal angle is 60º. All the angles in an equilateral triangle are congruent. As triangle is a 2D figure it has both area and perimeter.

Thus, finding an equilateral triangle area is very easy if you have the length of its side. Apply the side value in the formula of area of an equilateral triangle and get the area for the Math problems.

Formula of Area of an Equilateral Triangle

The formula for the area of an equilateral triangle is given as:

Area of Equilateral Triangle (A) = (√3/4)s2 or (√3/4)a2

Where s and a represent length of sides.

Derivation of Area of an Equilateral Triangle

First, take an equilateral triangle of the side as ‘a’ unit. Then all sides of a triangle are ‘3a’ now draw a perpendicular bisector to the base of height ‘h’.

Now take the Area of Triangle formula i.e., Area = ½ × base × height

Here, we are assuming base = a, and height = h

Now, apply Pythagoras Theorem in the triangle.

a² = h² + (a/2)²

⇒ h²=a²–a²/4

⇒ h²=(3a²)/4 Or h=½(√3a)

Now, put the value of ‘h’ in the area of the triangle equation.

So, Area of Triangle = ½ × base × height

⇒ A = ½ × a × ½(√3a)

Thus, Area of Equilateral Triangle = ¼(√3a²) or (√3/4)a²

How to Calculate the Area of an Equilateral Triangle?

If you know the side of an equilateral triangle, then apply the input in the formula of area of an equilateral triangle

ie., Area of an Equilateral Triangle (A) = (√3/4)a²

Where ‘a’ is the length of any side of the triangle.

OR

Note that √3/4 is constant that has a value of approximately 0.433, so the formula of an Area of an Equilateral Triangle is A = 0.433a². (approximately).

Solved Example

Question 1: What is the area of an equilateral triangle whose side is 3.7 cm?

Solution:

Given that side = 3.7 cm

Area of an Equilateral Triangle (A) = (√3)/4 × a²

Put the value of side in Area Formula.

Area= (√3)/4 × 3.7²

⇒ Area = (√3)/4 x 3.7 x 3.7

Multiply 3.7 cm and 3.7 cm

⇒ Area = (√3)/4 x 13.69

⇒ Area = 1.732/4 x 13.69

⇒ Area = 0.433 x 13.69

⇒ Area= 5.92777 cm²

Therefore, Area of an Equilateral Triangle side 3.7 cm is 5.92777 cm²

Steps to Use our online Area of an Equilateral Triangle Calculator

Go through these below easy steps on how to use the calculator to find the area of an equilateral triangle. By using our handy Equilateral Triangle Area Calculator, you can make your calculations extremely easier and faster. So, follow these simple steps and find the area of an equilateral triangle for any type of unit you required.

1. Enter the Equilateral Triangle Side in the input field.
2. After that, choose the required Unit metric for a triangle side as cm,m, ft, yd, mi, etc. from the dropdown list.
3. Later click on the ‘Area’ button which is located below to the input box.
4. Finally, you will get the output on the screen along with a detailed explanation.

FAQs on Equilateral Triangle Area Calculator

1. What is the Formula for Area of Equilateral Triangle?

The formula to find the area of an equilateral triangle is A = ¼(√3a²).

2. What is the Formula for Perimeter of the Equilateral Triangle?

The formula to calculate the perimeter of an equilateral triangle is P = 3a

3. What is the area of an equilateral triangle whose side is 5 cm?

Area of an Equilateral Triangle (A) = (√3)/4 × a²

⇒ (√3)/4 × 5²

⇒ (√3)/4 × 5 × 5

⇒ (√3)/4 × 25.0

⇒ 0.433 x 25.0

Area= 10.825 cm²

4. How to find the area of an equilateral triangle whose all sides are equal?

If you are given any of the sides of a triangle which are equally measured, then you can find the area of the equilateral triangle using basic formula i.e. Area = (√3)/4 × a²

Circumference of a Circle Calculator: Understanding Circumference and how to calculate it plays a key role as you move on to higher classes. Circumference Calculator is an online tool that displays the circumference when provided inputs. Get the Circumference of Circle within a fraction of seconds with our easy to use tool. Make your calculations faster and easier with this simple tool and get accurate results.

You will find solutions to all your queries like What is Circumference of Circle and how you can calculate Circumference of a Circle.

What is meant by Circumference of a Circle?

Circumference or Perimeter is usually the measurement across the boundary of two-dimensional shapes including the circle. In other words, Circumference is the enclosing region for any geometric figure. It is the length of the circle. If you open up the boundary of the circle is opened it will be straightened up to a line segment its length is the circumference.

When we want to evaluate the Circumference using the formula we need to have either radius or diameter.

How to Calculate Circumference of a Circle?

Circumference or perimeter of a circle can be calculated using a simple formula.

Circumference or Perimeter of Circle C = 2πR

in which R is the radius of the circle and π is a mathematical constant.

If the diameter of a circle Circumference can be calculated using another formula i.e. C = π D

In this D is the diameter of the circle and π is a mathematical constant.

Example

Calculate the Circumference of a Circle if the radius is given as 5 Cm?

Solution: 

Given the Radius of Circle = 5cm

Substitute the given radius in the Circumference Formula and on doing so you will get it as under

Usually, C = 2πr

= 2*3.14*5

= 31.4 Cm

How to use Circumference of  Circle Calculator?

Go through these simple steps on how to use the calculator to find the circumference. You will land at the output very easily with this handy tool.

• Firstly, give the input in the field provided.
• After that, you can click on the metric you want be it cm,m, ft, yd, mi, etc. and then enter the circumference.
• You will get the Circumference in the output field.

FAQs on Circumference of a Circle

1.  What is meant by Circumference of a Circle?

Circumference or Perimeter of a circle is usually the measurement across the boundary of the circle.  In other words, the circumference is the length of the circle.

2. How do I calculate the circumference of a circle?

You can calculate the Circumference of a Circle by using the formula C= 2πr.

3. What is the Circumference of Circle with radius 7 cm?

Circumference of Circle = 2πr

= 2*3.14*7

= 43.96 cm

4. How to Calculate Diameter using Circumference?

Circumference = π D

and Diameter D = Circumference/π

Thus, the diameter of a circle is the ratio between Circumference and π.

Area of a Circle Calculator: If you need some help with geometry exercises this is the right page for you. Area of Circle Calculator is an online tool specifically created to find the Area of a Circle. Make your Calculations faster with our calculator and get the output in a fraction of seconds. Read on further to know What is meant by Area of Circle, how to find Area of Circle, etc.

What is meant by the Area of Circle?

The area of Circle is usually defined as the number of square units that cover inside the circle. The region occupied by the Circle in two-dimensional space is referred to as Area of the Circle. The area is represented by a square unit. A circle is usually a closed figure from which all the points lying on the surface of a circle are equidistant and the point is called the center.

Distance between the center and surface of the circle is known as the radius.

Formula to calculate the area of the circle is πr² where r is the radius.

How to find the Area of Circle?

Step 1: Determine the radius of the circle

Step 2: Substitute the value of radius in the Formula Area = π*r*r

Step 3: Finally you can find the area of Circle by following the above procedure.

In certain cases, where the diameter “d” is given you can calculate the radius by dividing the diameter by 2

i.e. r=d/2

Example 1 

1.  Calculate the Area of Circle if the radius is 15 cm?

Solution:  Given the radius of the Circle = 15 cm

We know the Area of Circle as per formula = π*r*r

Here in this case radius r = 15 cm

On Substituting in the formula we get A = π*15*15

Usually the value of π(Pi) = 3.14

thus we get A = 3.14*15*15

= 706.5 Sq. Cm

∴ Area of Circle for radius 15 Cm is 706.5 cm².

How to use Area of a Circle Calculator?

You can follow the simple procedure on how to use our calculator. Go through the instructions and get the area of Circle easily.

• Enter the radius in the respective field input.
• Right after the input button, you will have a provision to choose from the units like cm,m, ft, yd, mi, etc. Select the one as per your need and then click on the Area Button.
• Thereafter, our Area of Circle Calculator provides you the output.

FAQs on Area of a Circle

1. How do you calculate the Area of Circle?

The area of Circle is calculated using the formula πr². Substitute the radius and you will get the Area of Circle easily.

2. What is the formula for the Area of Circle?

The area of Circle formula is πr². You can calculate the area using this easily.

3. What does Area of Circle mean?

The area of Circle is usually defined as the number of square units that cover inside the circle.

4. How to find the area of a circle if the diameter is given?

You can calculate the area of a circle if the diameter is given as such

D=2r

thus r= D/2, substitute the same in the Area of Circle formula i.e.  πr²

= π*(D/2)²

= πD²/4

Convert Centimeters to Foots Calculator: Make use of our free online and handy calculator to convert the centimeters to feet comfortably. It actually designed in a simple and easy to use manner to let the students and users understand the process efficiently. Just give your input and get the output converted in feet unit metric along with a detailed explanation about the process on the screen.

Finding the unit length of the width of the bed from centimeters to feet can be possible by using our convert cm to ft calculator. Also, you can understand the process of how it calculates by viewing the given step by step process of cm to ft conversion. Look no further, just know the definition of the cm and feet and then get the formula from here to calculate the centimeters to foot conversion. Finally, convert cm to ft.

What is Centimeter?

A centimeter is a unit of length in the International System of Units (SI), the current form of the metric system. It is defined as 1/100 meters. The symbol for centimeters is ‘cm’. 1 centimeter = 0.0328087559055118 foot.

What is Foot?

The foot is a unit of length or distance in the customary system. One foot contains 12 inches. This is equal to 30.48 centimeters and we denote it as 1 foot = 30.48 centimeters. The symbol for Foot is ‘ft’.

How to Convert Centimeters to Foot?

To convert cm to feet, at first, you need to divide the cm value by 30.48 to convert into feet. Then the integer part of the result is foot value. One centimeter is equivalent to 0.0328087559055118 foot. To calculate the conversion of cm to foot, simple use the formula of centimeters to foot conversion i.e.,

Foot (ft) = Centimeters (cm) * 0.032808.

Now, you had the formula to convert cm to ft. Just utilize the formula and substitute the given input value in it and get the output of the required centimeters to feet conversion.

For better understanding, we have also provided the worked-out example to convert cm to ft here by taking the input value as 500 so check out the step by step process and calculate the unit conversion easily by your own or else use our handy cm to ft conversion tool.

Example:

Convert 500 centimeters to feet (ft) using the formula?

Solution:

As we know that the formula to convert cm to ft is

ft = Centimeters (cm) * 0.032808.

Now, apply the cm value in the formula and convert it into the ‘ft’ unit metric.

ft = 500 * 0.032808

= 16.4041995 foot

Therefore, 500 centimeters = 16.4041995 foot

How to Use cm to ft conversion calculator?

Check out the below given simple and easy to follow steps on how to use convert cm to ft calculator. If you follow the instructions properly then you can easily and effortlessly convert your required centimeters unit measurement to feet unit measurement. So, keep on reading from here:

• First and foremost, you have to enter the value of centimeters in the input field.
• By default, our calculator shows the ‘ft’ unit metric if you want to change it then tap on the arrow and select the required unit metric from the dropdown list.
• After selection, click on the ‘convert’ button. Finally, you will get the output converted into feet in a fraction of seconds.

Centimeter to Foot Conversion Table

Centimeter [cm]	Foot [ft]
0.01 cm	0.000328084 ft
0.1 cm	0.0032808399 ft
1 cm	0.032808399 ft
2 cm	0.0656167979 ft
3 cm	0.0984251969 ft
5 cm	0.1640419948 ft
10 cm	0.3280839895 ft
20 cm	0.656167979 ft
50 cm	1.6404199475 ft
100 cm	3.280839895 ft
1000 cm	32.8083989501 ft

FAQs on Centimeter to Feet Unit Conversion Calculator

1. What is 170 cm in feet?

170 centimeters in feet is 5.5774 ft.

2. How do you convert 5 cm to ft?

We know that 1 Centimeter = 0.032809 Foot or 1 Centimeter = 1/30.48 Foot. To convert 5 cm to ft, we have to substitute the value into the formula.

So, foot = cm * 0.032809 = 5 * 0.032809 = 0.164042 ft.

3. What is the formula to convert centimeters to foot?

The formula for cm to ft conversion is feet = cm ÷ 30.48. 

4. How can I get the solved example for cm to ft unit conversion calculations?

You can get the solved example for converting centimeter to foot along with definitions, formula, and a detailed explanation from our page.