Question

(95)³ evaluate using suitable identity

Answer 1

approximately 5 i think

Answer 2

The given data in the above question,

It is given that the value is $(95)^{3}$

we have to evaluate the given equation we get.

Thus, evaluation of the given value we get,

$95^{3} =(90+5)^{3}$

Comparing the equation we get,

$(x+y)^{3}=x^{3}+y^{3}+3 x y(x+y)$

Substituting with identities we get,

$\begin{array}{l}=(90)^{3}+(5)^{3}+3(90)(5)(90+5) \\=729000+125+1350(95) \\=729000+125+121500 \\=850625\end{array}$

Hence the value is 850625.