Question

find the TSA LSA and Volume of cube whose sides are 3cm

full step by step explanation needed

Answer 1

Answer:

Let the length of the each side of the cube is x units, it's volume = x^3 units^3 and

total surface area = 6x^2 units^2. , Accordingly :-

x^3 = 6x^2.

or, x^3 - 6x^2 = 0.

or, x^2 (x -6) = 0

or,. x= 0 (not possible) , 6 units.

Thus , 6units is length of the side of the cube. Answer.

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Step-by-step explanation:

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Answer 2

Answer:

Let the length of the each side of the cube is x units, it's volume = x^3 units^3 and

total surface area = 6x^2 units^2., Accordingly :

x^3 = 6x^2.

or, x^3 - 6x^2 = 0.

or, x^2 (x-6) = 0

or,. x= 0 (not possible), 6 units.

Thus, 6units is length of the side of the cube. Answer.