Question

can anyone plz tell the answer of the latest question on my profile before this plz do it quick as I am in a bit hurry btw if don't know the question it is this​

Answer 1

Answer:

Answer is 3/64

Step-by-step explanation:

First of all put the value of a and b.

Then the expression would be (1/2)to the power 6 - (-3/4+1)to the power 3

On solving these the expression would be 6/64 - 3/64.

That is 3/ 64.

Hence 3/64 is the answer.

Answer 2

${\huge{\bf{\red{\underline{Solution:}}}}}$

${\bf{\blue{\underline{Given:}}}}$

${\implies{\sf{\green{a^{6}+{(b+1)}^{3}}}}}$

${\sf{\orange{It\:is\:also\:given\:that}}}$

${\implies{\sf{\green{{\bf{a=\dfrac{1}{2}}}}}}}}$

${\implies{\sf{\green{{\bf{b=\dfrac{-3}{4}}}}}}}$

${\sf{\underline{\blue{Now,\:put\:the\:value\:of\:a\:and\:b\:in\given\: equation,}}}}$

${\implies{\sf{\green{a^{6}+{(b+1)}^{3}}}}}$

${\implies{\sf{\green{\dfrac{1}{2}^{6}-{{(\dfrac{(-3)}{4}+1})}^{3}}}}}}$

${\implies{\sf{\green{\dfrac{1}{2}^{6}-{{(\dfrac{-3+4}{4})^{3}}}}}}}$

${\implies{\sf{\green{\dfrac{1}{2}^{6}-{\dfrac{1}{4}^{3}}}}}}$

${\implies{\sf{\green{\dfrac{1}{2}^{6}-{\dfrac{1}{4}^{3}}}}}}$

${\implies{\sf{\green{\dfrac{1}{64}-{\dfrac{1}{64}}}}}}$

${\implies{\sf{\green{0Ans}}}}}$