Math, asked by yukty, 7 months ago

A cuboid having dimensions as 25 m × 15 m × 9 m is melted to form a

cube. Find the length of each side of the cube so formed​

Answers

Answered by VanshYadav27954
1

Answer:

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Answered by CoruscatingGarçon
49

Answer:

15m

Step-by-step explanation:

Dimensions of the cuboid = 25m, 15m, 9m

Volume of cuboid = 25 * 15 * 9

Volume of cuboid = 3375 m^3

ATQ,

Volume of Cuboid = Volume of Cube.

3375 = a^3 (a is lengt of each side of cube)

a =  \sqrt[3] {3375}

a =  \sqrt[3] {15*15*15}

a =  \sqrt[3] {15^3}

a = 15m

Length of each side of cube is 15m.

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