Express the following exponential form:
${log}_{10} 0.01 = - 2$

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Solution

${log}_{10} 0.01 = - 2$
$\Rightarrow (0.01) = 10^{- 2}$

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Similar questions

{log}_{10} 0.01 = - 2

Express each of the following in exponential form:

$(i) l o g_{2} 64 = 6$

$(i i) l o g_{10} 0.01 = - 2$

Express each of the following in exponential form :

(i) $l o g_{8} 0.125 = - 1$

(ii) $l o g_{10} 0.01 = - 2$

(iii) $l o g_{a} A = x$

(iv) $l o g_{10} 1 = 0$

{log}_{10} 0.01 = - 2

10^{m} = 0.01

m

{log}_{\sqrt{2}} 4 = 4

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