An open water tank is in the shape of a Cuboid with outer dimensionslength x units, breadth y units and height 'z' units. If the thickness ofwall is 'a' units, express the inner dimensions.
Answers
Answered by
2
Inner dimensions are;
length = (x-a) units, breadth = (y-a) units and height = (z-a) units
Step-by-step explanation:
Since, it is given that the tank has cuboid shape.
Also, it is given that its thickness is 'a' units.
Its outer dimensions are given as:
length = x units
breadth = y units
height = z units
here, we can understand that the outer dimensions include the thickness.
If we subtract thickness 'a' from the outer dimensions, we get the corresponding inner dimensions.
Therefore,
- Inner length = outer length - thickness
= (x - a) units
- Inner breadth = outer breadth - thickness
= (y - a) units
- Inner height = outer height - thickness
= (z - a) units
Thus, the inner dimensions are length = (x-a) units, breadth = (y-a) units and height = (z-a) units
Similar questions