Question

The radius of the base of a cylindrical Can is 140 cm and its height is 240 cm. It is full of Petrol. How many tins, each of size 25 cm ×× 22 cm ×× 30 cm can be filled with Petrol from the Can?​

Answer 1

$\huge\mathbb\red{\underline{\underline{\underline{CORRECT\:QUESTION}}}}$

$\textsf{The radius of the base of a cylindrical Can is 140 cm and its height is 240 cm.}$

$\textsf{It is full of Petrol.How many tins each of size 25cm*22cm*30cm can be filled with }$

$\huge\mathfrak{\pink{\underline{\underline{\underline{Answer}}}}}$

$\huge\boxed\red{\mathbb{\underline{\underline{GIVEN,}}}}$

$\boxed{\Longrightarrow{\underline{Dimensions\: of\:cylinder}}}$

$\odot\textsf{RADIUS\:=\:140\:cm}$

$\odot\textsf{HEIGHT\:=\:240\:cm}$

$\boxed{\Longrightarrow{\underline{Dimensions\: of\:Tins}}}$

$\odot\textsf{LENGTH\:=\:25\:cm}$

$\odot\textsf{BREADTH\:=\:22\:cm}$

$\odot\textsf{HEIGHT\:=\:30\:cm}$

$\huge\boxed{\longrightarrow{\mathbb{\underline{TO\: CALCULATE}}}}$

$\circ\:\textsf{Number of cans to be filled with petrol from the cylindrical can ?}$

$\boxed{\mathcal{Volume\:of\:Can=\pi*r^{2}*h}}$

$\boxed{\mathcal{Volume\:of\:Can=\frac{22}{7}*140^{2}*240}}$

$\boxed{\mathcal{Volume\:of\:Can=22*20*140*240\:{cm}^{3}}}$

$\boxed{\mathcal{Volume\:of\:Tin=l*b*h}}$

$\boxed{\mathcal{Volume\:of\:Tin=25*22*30 \:{cm}^{3}}}$

$\boxed{\mathcal{Number\:of\:Tin\:filled\:with\:petrol\:of\:can=\frac{22*20*140*240}{25*22*30}}}$

$\boxed{\mathcal{Number\:of\:Tin\:filled\:with\:petrol\:of\:Can=4*28*8}}$

$\boxed{\mathcal{Volume\:of\:Tin\:filled\:with\:petrol\:of\:Can=896}}$

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$\huge\mathbb\green{\underline{\underline{BE\:BRAINLY}}}$

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Answer 2

Answer:

answer plz

Step-by-step explanation:

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