Question

please answer this question please answer fast friends​

Answer 1

$\huge\tt{\red{\underline{Given:}}}$

★ $log_{10}^{0.0001}$

$\huge\tt{\red{\underline{To\:\:Find:}}}$

★We have to find it's value

$\huge\tt{\red{\underline{Concept\:\:Used:}}}$

★We would be using some formulas related to the logarithms.

$\huge\tt{\red{\underline{Answer:}}}$

We have,

=$log_{10} ^{0.0001}$

=$log _{10}^{\small{\dfrac{1}{10000}}}$

=$log _{10} ^{10^{-4}}$

=$-4log_{10}^{10}$

$\large\green{\boxed{log_{a}^{b}= b log_{a}}}$

= $-4\times 1$

$\large\red{\boxed{log_{a}^{a}=1}}$

=$-4$

Hence the required answer is -4 .

Answer 2

Answer:

$- 4 \: is \: ur \: answer$