Question

Write log2128=7 as an exponential equation.(1 point) Responses 27=128 2 to the 7th power is equal to 128 2128=7 2 to the 128th power is equal to 7 72=128 7 squared is equal to 128 1282=7

Answer 1

To convert the logarithmic equation \( \log_2 128 = 7 \) into an exponential form, you can use the definition of logarithms. The equation states that \( 2^7 = 128 \).

So the correct exponential equation is:

\[ 2^7 = 128 \]

Thus, the first option "27=128" indicates an exponent, and should be addressed as \( 2^7 = 128 \).