Question

find the value of:-

Answer 1

i hope this is gonna help you.....

Answer 2

The value of [2-3(2-3)^{3} ]^{3} is  Option B)125.

Given,

$[2-3(2-3)^{3} ]^{3}$

To find,

$[2-3(2-3)^{3} ]^{3}$ =?

Solution,

To solve $[2-3(2-3)^{3} ]^{3}$, first, we have to follow the BODMAS rule, ie solve the innermost bracket first.

= $[2-3(-1)^{3} ]^{3}$

Cube of -1 is -1,

= $[2-3(-1)^{} ]^{3}$

= $[2+3]^{3}$

= $[5]^{3}$

= $125$

Therefore, the value of [2-3(2-3)^{3} ]^{3} is 125.

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