converting between logarithmic and exponential equations


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PDF Converting Exponential Equations to Logarithmic Equations (Part 1)

To solve each exponential equation simply convert to logarithmic form Remember that a logarithm is an exponent so set each exponent equal to the logarithm 

  • How do you convert between log and exponential?

    We saw earlier that an exponential function is any function of the form f(x)=bx, where b>0 and b≠1.
    A logarithmic function is any function of the form g(x)=logb(x), where b>0 and b≠1.
    It is no coincidence that both forms have the same restrictions on b because they are inverses of each other.

How To: Given an equation in logarithmic form logb(x)=y l o g b ( x ) = y , convert it to exponential form. Examine the equation y=logbx y = l o g b x and identify b, y, and x. Rewrite logbx=y l o g b x = y as by=x b y = x .
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