Question

please answer the question fast plz answer is 5 and right answer not wrong please​

Answer 1

Hey User,

The Value is 5.

Prefer to Attachment.

Thank You!

Answer 2

AnswEr:-

Your Answer is 5.

ExplanaTion:-

To Simplify:-

$\\ \\\tt\longrightarrow[(7) {}^{0} + (4) {}^{ - 1} ] \times {2}^{2} .$

Ids Used:-

$\\ \\ \tt\longrightarrow x {}^{0} = 1. \\ \\ \tt\longrightarrow x {}^{ - 1} = \dfrac{1}{x} .$

Where 'x' is some integer.

So lets simplify the given expression:-

$\\ \\ \tt\mapsto[(7) {}^{0} + (4) {}^{ - 1} ] \times {2}^{2} . \\ \\ \tt = (1 + \dfrac{1}{4}) \times {2}^{2}. \\ \\ \tt[using \: \: above \: \: ids]. \\ \\ \tt = ( \frac{4 + 1}{4}) \times {2}^{2} . \\ \\ \tt[by \: \: taking \: \: LCM]. \\ \\ \tt = \frac{5}{4} \times {2}^{2} . \\ \\ \tt = \frac{5}{\cancel4} \times \cancel4. \\ \\ \tt = \frac{5}{1} . \\ \\ \tt = 5.$

$\tt\therefore$ The required value of required expression is 5.