prove that if a no. is doubled then it's cube is 8 times the cube of the given no.
Answers
Answered by
400
Heya. dear
let a number = a
it's cube will be a×a×a = a³
now atq 2a
it's cube will be
2a ×2a ×2a => 8a³ or (2a)³
let a number = a
it's cube will be a×a×a = a³
now atq 2a
it's cube will be
2a ×2a ×2a => 8a³ or (2a)³
Answered by
173
Answer:
You have asked to prove that double the number and its cube is 8 times the cube of given number…
Step-by-step explanation:
Lets see….
Let the number be = X
Double the number = X + X = 2X
Cube of 2X = (2X)^3 = 2 x2 x 2x X x X x X = 8X^3.
Now to the second part…
8 times the cube of a number = 8 times the cube of number x = 8 x X^3 = 8X^3 = L.H.S.
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