[[1]] is the volume of the rectangular tank whose length, breadth, and depth (in units) are $\frac{4}{9} xy, \frac{2}{15} x y^{3}, \frac{75}{16} x^{3} z .$

Question

[[1]] is the volume of the rectangular tank whose length, breadth, and depth (in units) are 49xy,215xy3,7516x3z.

Accepted Answer

According to the question, we are given the length, breadth, and height of a rectangular tank.
We know that a rectangular tank is of cuboidal shape.
Here, in this question, we are asked to find the volume of the rectangular tank.
We know that the volume of the cuboid is the product of its length, breadth, and height, that is, Volume of a cuboid = Length × Breadth × Height ……………………………………..(1)
Since the rectangular tank is of cuboidal shape so, the formula for the volume of cuboid will be applicable for the volume of the rectangular tank too ……………………………………….(2)
From equation (1) and equation (2), we have
The volume of the rectangular tank = Length × Breadth× Height……………………….(3)
We are given that,
The length of the tank =