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    Solving Logarithms

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    1. Evaluate logarithm. Round results to 3 decimal places.

    2. Approximate logarithm using properties of logarithms, given log b^2 = 0.3562, logb^3 =0.5646 and log b^5 = 0.8271

    3. Find exact value of logarithm

    4. using properties of logarithms to expand express as a sum, difference, and/or multiple of logarithms.(assume all variableas are positive)

    5. Condense expression to logarithm of single quantity

    6. Solve for x.

    7. Solve exponential equation algebraically.Approximate result to 3 decimal places..

    8. 8(10^3x) =12

    9. Solve logarithmic equation algebraically.Approximate 3 decimal places.
    ln2x = 2.4

    10. Find time required for a $1000 investment to double at interest rate r1 compounded continuously r = 0.085

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    1. Evaluate logarithm. Round results to 3 decimal places.
    =log1250/log15=2.633

    2. Approximate logarithm using properties of logarithms, given log b^2 = 0.3562, logb^3 =0.5646 and log b^5 = 0.8271

    =1.19585

    3. Find exact ...

    Solution Summary

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