Question

Which exponential equation is equivalent to the logarithmic equation below?log 784 = a

Answer 1

Answer:

Apex the answer is 10^a=784

Step-by-step explanation:

Answer 2

The general form of logarithmic function is $log_{b}$ y = x 
We can transform it to exponential function by following the general form of exponential function y = $b^{x}$

we have: 

b = 10   ⇒ if the base of logarithm is not given, its default value is 10
x = a
y = 784

our exponential form in this is 

784 = $10^{a}$