Question

what is the volume cylinder having the area of its circular base 22Sq cm and height 10cm​

Answer 1

Given:-

• Area of base of cylinder = 22 sq.cm
• Height = 10 cm

To Find:-

• Volume of cylinder

Required Formula:-

• Volume of cylinder = Area of base of cylinder × height

Solution:-

Where,

• Area of base of cylinder(πr²) = 22
• height(h) = 10

Then,

$\\ :\implies\sf{Volume\;of\;cylinder=\pi r^2\times h}\\ \\ :\implies\sf{Volume\;of\;cylinder\;=\;22\times 10}\\ \\ :\implies\sf{Volume\;of\;cylinder\;=\;220\;cm^3}$

• ∴ Hence,the volume of cylinder is 220 cm³.

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Answer 2

Step-by-step explanation:

$\frak {Given} = \begin{cases} &\sf{Area\:of\:the\:base\:=\:22cm^{2}} \\\\\\\\ &\sf{Height\:=\:10cm}\end{cases}$

To find:-  

• The volume of the cylinder

Solution:-  

$\qquad\sf{\implies\:The\:volume\:of\:the\:cylinder\:=\:Area\:of\:the\:base\:\times\:height}$

$\qquad\sf{\implies\:The\:volume\:of\:the\:cylinder\:=\:22\:\times\:10}$

$\qquad\sf{\implies\:The\:volume\:of\:the\:cylinder\:=\:220cm^{3}}$

$\color{orange}{\sf{\underline{Therefore\:the\:volume\:of\:the\:cylinder\:is\:220cm^{3}}}}$