Question

find the volume of rectangular box whose length, breadth and height are respectively xy, 2x^2 and 2xy^2

Answer 1

Volume = lbh
So, volume = xy * 2x^2 * 2xy^2
If u solve it, you will get the answer.

Answer 2

Answer:

The volume of the rectangular box is $4x^4y^3$ cubic unit.

Step-by-step explanation:

Dimensions of rectangular box are as follows:

Length of the box, $l=xy$ unit

Breadth of the box, $b=2x^2$ unit

Height of the box, $h=2xy^2$ unit

Volume of rectangular box = $l$ × $b$ × $h$

                                             = $xy$ × $2x^2$ × $2xy^2$

                                             = $4x^4y^3$ cubic unit.

Therefore, the volume of the rectangular box (cuboidal) is $4x^4y^3$ cubic unit whose length, breadth and height are $xy$, $2x^2$ and $2xy^2$ respectively.

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