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Sometimes you'll need to simplify more complicated logarithmic equations before using the strategy you learned. For example, to solve an equation of the form a*logb x = d, you should first divide both sides of the equation by the coefficient _____.
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a
the coefficent of a term is the constant that it is being multiplied by. so in this case, the term on the left is being multiplied by a, so this is your coefficent.
alogb x = d (assuming you mean log x base b): logb x = d/a logx/logb = d/a logx = (d/a) * logb x = 10^((d/a) * logb)
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