Rewrite log216=4

Question

as an exponential equation.(1 point)
Responses

162=4
16 squared equals 4

42=16
4 squared equals 16

216=4
2 superscript 16 baseline equals 4

24=16

Answer 1

To rewrite the logarithmic equation \( \log_2{16} = 4 \) as an exponential equation, we express it in the form \( b^y = x \), where \( b \) is the base, \( y \) is the exponent, and \( x \) is the result.

Therefore, the exponential form would be:

\[ 2^4 = 16 \]

So, the correct response from the options provided is:

\( 2^4 = 16 \)