Cylinder Calculator

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**Step 2 :**

Cylinder Calculator is an online tool used to find volume, curved surface area and total surface area of the cylinder.

Cylinder is a solid geometrical figure. It has two circular curves one for the base and another for the opening of the cylinder. Height is measured along the y-axis of cylinder. The distance from the center of the base and the edge of the cylinder is radius.

Cylinder is a solid geometrical figure. It has two circular curves one for the base and another for the opening of the cylinder. Height is measured along the y-axis of cylinder. The distance from the center of the base and the edge of the cylinder is radius.

**Cylinder Formula's:**

**Volume of a Cylinder**

V = $\pi$r^{2}h

Where V = Volume, r = radius, h = height and $\pi$ value = 3.142

**Curved Surface Area of Cylinder**

C = 2$\pi$rh

Where C = Curved surface area, r = radius, h = height and $\pi$ value = 3.142

**Total Surface Area of Cylinder**

A = 2$\pi$r(h+r)

Where A = Area, r = radius, h = height and $\pi$ value = 3.142

Put the values in the formulas and calculate it further.

The cylinder has the radius (r) = 5 cm, height (h) = 10 cm. Calculate for volume, curved surface area and total surface area of cylinder.

**Step 1 :**Given: Cylinder has the radius (r) = 5 cm, height (h) = 10 cm.

**Volume of a Cylinder**

V = $\pi$r

^{2}h

Where V = Volume, r = radius, h = height and $\pi$ value = 3.142

**Curved Surface Area of Cylinder**

C = 2$\pi$rh

Where C = Curved surface area, r = radius, h = height and $\pi$ value = 3.142

**Total Surface Area of Cylinder**

A = 2$\pi$r(h+r)

Where A = Area, r = radius, h = height and $\pi$ value = 3.142

**Step 2 :**Put the values in the formulas and calculate it further.

**Volume of a Cylinder**

V = 3.142 * 5

^{2}* 10

V = 785.39 cm

^{3}

**Curved Surface Area of Cylinder**

C = 2 * 3.142 * 5 * 10

C = 314.149 cm

^{2}

**Total Surface Area of Cylinder**

A = 2 * 3.142 * 5 (10 + 5)

A = 471.23 cm

^{2}**Answer :****Volume of Cylinder**=785.39 cm^{3}**Curved Surface Area of Cylinder**= 314.149 cm^{2}**Total Surface Area of Cylinder**= 471.23 cm^{2}The cylinder has the radius (r) = 7 m, height (h) = 13 m. Calculate for volume, curved surface area and total surface area of cylinder.

**Step 1 :**Given: Cylinder has the radius (r) = 7 m, height (h) = 13 m.

**Volume of a Cylinder**

V = $\pi$r

^{2}h

Where V = Volume, r = radius, h = height and $\pi$ value = 3.142

**Curved Surface Area of Cylinder**

C = 2$\pi$rh

Where C = Curved surface area, r = radius, h = height and $\pi$ value = 3.142

**Total Surface Area of Cylinder**

A = 2$\pi$r(h+r)

Where A = Area, r = radius, h = height and $\pi$ value = 3.142

**Step 2 :**Put the values in the formulas and calculate it further.

**Volume of a Cylinder**

V = 3.142 * 7

^{2}* 13

V = 2001.19 m

^{3}

**Curved Surface Area of Cylinder**

C = 2 * 3.142 * 7 * 13

C = 571.77 m

^{2}

**Total Surface Area of Cylinder**

A = 2 * 3.142 * 7 (13 + 7)

A = 879.64 m

^{2}**Answer :****Volume of Cylinder**= 2001.19 m^{3}**Curved Surface Area of Cylinder**= 571.77 m^{2}**Total Surface Area of Cylinder**= 879.64 m^{2}

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