45=9^(√(x) ) Solving Exponential equations using logs. Round any decimal answers to the hundredths

Question

`45=9^(√(x) )`

Solving Exponential equations using logs. Round any decimal answers to the hundredths

Answer 1

Explanation:

a= b^c << === >> logb(a) = c

a b c

Convert 45 = 9^√x << === >> log9 (45) = √x

1.7324867604 = √x

3.0 = x squared both sides

I used a log calculator on the internet when a Gaggled log calculators