Question

Write 4x = 1024 in logarithmic form. A) logx1024 = 4 B) log41024 = x C) logx4 = 1024 D) log10241024 = x

Answer 1

The answer would be B) log4 1024 = x

The logarithmic form can be explained as

$log_{A}$ B=C   -----> A^C=B

Using A^C=B to the question (4^x=1024) will result
A=4
B=1024
C=x

If you put the variable into logarithmic form
$log_{A}$ B=C
$log_{4}$ 1024= x