Question

Find The Volume Of Cuboid Whose length is 2 m breadth is 3m and height is 4 m
Find The Volume Of Cube Who Edge is 5mtr.​

Answer 1

Answer:

Volume of cuboid = l×b×h

Putting values in above formulae.

Volume of cuboid = 2×3×4

= 24m^3

$volume \: of \: cube = {a}^{3}$

putting values in above formulae

$volume \: of \: cube = {5}^{3}$

$volume \: of \: cube = {125m}^{3}$

Answer 2

AnswEr-:

• $\underline{\boxed {\mathrm {\dag{Volume\:of\:Cube\:= 125m^{3} }}}}$
• $\underline{\boxed {\mathrm {\dag{Volume\:of\:Cuboid\:= 24m^{3} }}}}$

Explanation-:

$\mathrm { Given-:}$

In Cuboid -:

• Length of Cuboid-: 2 m
• Breadth of Cuboid-: 3m
• Height of Cuboid-: 4m

In cube -:

• Edge of Cube-: 5m

$\mathrm { To\:Find-:}$

• Volume of Cube and Cuboid.

$\dag{\mathrm {Solution \:of\:Question-:}}$

Volume of Cuboid-:

As , We know that ,

• $\underline {\boxed{\dag{\red{\mathrm{ Volume_{(\:Cuboid)} = Length\times Breadth \times Height\:cubic.m}}}}}$

Here ,

• Length of Cuboid-: 2 m
• Breadth of Cuboid-: 3 m
• Height of Cuboid-: 4 m

Now , By Putting known Values in the Formula for Cuboid-:

• $\longrightarrow {\mathrm {Volume= 2 \times 3 \times 4 }}$

• $\longrightarrow {\mathrm {Volume= 6 \times 4 }}$

• $\longrightarrow {\mathrm {Volume= 24m^{3} }}$

Therefore,

• $\underline{\boxed {\mathrm {\dag{Volume\:of\:Cuboid\:= 24m^{3} }}}}$

Volume of Cube-:

As , We know that ,

• $\underline {\boxed{\dag{\red{\mathrm{ Volume_{(\:Cube)} = Edge \times Edge \times Edge \:cubic.m}}}}}$

Here ,

• Edge of Cube-: 5 m

Now By Putting known Values in Formula for Volume of Cube-:

• $\longrightarrow {\mathrm {Volume= 5 \times 5 \times 5 }}$

• $\longrightarrow {\mathrm {Volume= 25 \times 5 }}$

• $\longrightarrow {\mathrm {Volume= 125m^{3} }}$

Therefore,

• $\underline{\boxed {\mathrm {\dag{Volume\:of\:Cube\:= 125m^{3} }}}}$

Hence ,

• $\underline{\boxed {\mathrm {\dag{Volume\:of\:Cube\:= 125m^{3} }}}}$

• $\underline{\boxed {\mathrm {\dag{Volume\:of\:Cuboid\:= 24m^{3} }}}}$

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