Write in Exponential Form 5 = log base 3 of x^2+18

Problem

5=(log_3)(x2+18)

Solution

1. Identify the components of the logarithmic equation (log_b)(y)=a where the base is b=3 the exponent is a=5 and the argument is y=x2+18

2. Apply the definition of a logarithm, which states that (log_b)(y)=a is equivalent to the exponential form ba=y

3. Substitute the values into the exponential form to rewrite the equation.

Final Answer

3=x2+18

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