Question

A rectangular garage has a volume of 480 cubic meters, a length of 12 m and a width of 8 m. What is the height of the garage?

Answer 1

5 m will be the answer as volume is equal to length * breadth * height

Answer 2

$\underline { \blue { Dimensions \: of \: Garage :}}$

$Length (l) = 12 \:m , \\Breadth (b) = 8 \:m$

$Let \: Height = h \: m$

$Volume \: of \: the \: Garage (V) = 480 \:m^{3}$

$\implies \pink {l \times b \times h} = 480$

$\implies 12 \times 8 \times h = 480$

$\implies h = \frac{ 480 }{12 \times 8 }$

$\implies h = 5 \: m$

Therefore.,

$\red { Height \:of \: the \: Garage } \green { = 5 \: m}$

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