Question: True or False 1. Log2 x=5 is a logarithmic equation 2. If log m = log n, then m=n 3. Taking the logarithm of one

True or False 1. Log2 x=5 is a logarithmic equation 2. If log m = log n, then m=n 3. Taking the logarithm of one side of an exponential equation will aid in solving the equation 4. There are different methods available to solve an exponential equation 5. 5^x = 2^(x+3) is an exponential equation 6. One method of solving an exponential equation is to find a common base. 7. The common logarithm is log with base 10. 8. Your calculator uses logarithm with base 2. 9. There is no solution to log2 x=0 10. There is no solution to 2^(3x)=0 Choose one:- 11. You can solve an exponential equation by a) finding a common base b) using logarithm c) putting it into exponential form d) a) and b)

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