Question #23690

1 Answer

Answer:

Logarithmic equation #log_(1/4) 256=-4#

Exponential equation #(1/4)^(-4)=256#

Choose letter (A)

Explanation:

Logarithmic Equation takes the form

#log_b M=x#

Exponential Equation takes the form

#b^x=M#

The given logarithmic equation is #log_(1/4) 256=-4#

and #b=1/4# and #M=256# and #x=-4#

Therefore, its exponential form is

#b^x=m=M#

#(1/4)^(-4)=256#

God bless....I hope the explanation is useful.