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Solve for x if 5=log3 (x^2+18)

User Eunsook
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1 Answer

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Try to rewrite the equation;

You know that 5 can be written as log3(3^5)

log3(3^5)=log3(x^2+18) <-- you can now cancel out log3
3^5=x^2+18
243-18=x^2
225=x^2
√225=x
+-15=x

You see that even if x is negative, the squared will always give a positive answer. Therefore, +15 and -15 are both possible answers.

Hope I helped :)
User Illegal Argument
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