4 log 16^10

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4 log 16^10

4 log 16Find the log of 32 to the base 4. Solution: log432 = x. 4x = 32. (22)x logamn. ⇒log(3216). ⇒log2. 8. Express 2logx+3logy=log a in logarithm free formlog2 16 = 4, since 24 = 2 × 2 × 2 × 2 = 16. · Logarithms can also be negative: log 2 1 2 = − 1 {textstyle log _{2}!{frac {1}{2}}=

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4 log 16^10

4 log 16^10

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