Log 0-01 nbsp-to the base 10 is nbsp-3-2-1-1-

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log 0.01 nb...

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log 0.01 to the base 10 is ___

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

Evaluate:

(i) $l o g_{10} 0.01$

(ii) $l o g_{2} (1 \div 8)$

log 0.01 to the base 10 is ___

10^{{l o g}_{a} ({l o g}_{b} ({l o g}_{c} x))} = 1

10^{({l o g}_{b} ({l o g}_{c} ({l o g}_{a} x)))} = 1

2 {log}_{10} x - {log}_{x} (0.01)

x > 1

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