Question

The volume of a cuboidal tank is 182cm³. if its length and breath are 8cm and 6.5cm respectively then find its depth​

Answer 1

GiveN :-

• Volume of cuboidal tank = 182 cm³

• Length of cuboidal tank = 8 cm

• Breadth of cuboidal tank = 6.5 cm

To FinD :-

• Depth of the cuboidal tank

SolutioN :-

Volume of the cuboidal tank is :

$: \implies \boxed{ \green{\bf Volume = L \times B \times D}} \\ \\ : \implies \sf182 = 8 \times 6.5 \times D \\ \\: \implies \sf 182 = 52D \\ \\: \implies \sf D = \frac{182}{52} \\ \\: \implies \boxed{\sf D = 3.5}$

$\large \therefore \underline{ \bf \blue{Depth \: of \: the \: tank \: is \: 3.5 \: cm}}$

Answer 2

$\huge \bold {\underline{\tt{GiveN :-}}}$

• Volume of cuboidal tank = 182 cm³

• Length of cuboidal tank = 8 cm

• Breadth of cuboidal tank = 6.5 cm

$\huge \bf { \underline{ \bold{\tt{To \: FinD :-}}}}$

• Depth of the cuboidal tank

$\huge \bf\bold{ \underline{\tt{SolutioN :-}}}$

• Volume of the cuboidal tank is :

$:⟹{\large{\boxed{\green{\bf{Volume=L×B×D}}}}}\\ \\ :⟹182=8×6.5×D \\ \\ :⟹182=52D \\ \\ :⟹D=52182 \\ \\:⟹{\large{\boxed{\tt{D=3.5}}}} \\ \\ \large \therefore \underline{ \bf \blue{Depth \: of \: the \: tank \: is \: 3.5 \: cm}}$