If a number is tripled, show that its cube is 27times the cube of the given number ?
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Step-by-step explanation:
Let the number be=x
Now according to the problem=(3x) ^3
=27(x^3)
Answered by
1
let the no be x
so its cube is x^3
now it is 3x
now cube it
(3x)^3
3×3×3×x^3
= 27x^3
now its cube is 27 times of cube of initial
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