## The length of cuboid is two times of its breadth and four times of its height. If the volume of cuboid is 64m³, find its total surface of ar

Question

The length of cuboid is two times of its breadth and four times of its height. If the volume of cuboid is 64m³, find its total surface of area.

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3 weeks 2021-11-07T09:13:05+00:00 2 Answers 0 views 0

The total surface area of the cuboid is 112m² • The length of the cuboid is 2 times of its breadth and 4 times of its height • The total surface area of the cuboid   We are given ,

The length is 2 times the breadth And again ,

The length is 4 times the height Also we are given , Therefore , the length of the cuboid is 8m

Thus the breadth and height is Now , calculating the surface area : Ther , required surface area of the cuboid is 112m²

2. • The length of cuboid is two times it’s breadth.

• The length of cuboid is four times it’s height.

• Volume of cuboid = 64m³ • The total surface area of the cuboid Let the length of the cuboid be x

Given length is 2 times its breadth   Given, length is 4 times its height   Volume of cuboid = l × b × h = 64cm³         Now;

Surface area of cuboid = 2(lb + bh + hl)    Therefore:- 