If (2log_{4} 2 = x + 1), find the value of x.
-
A.
-2 -
B.
-1 -
C.
0 -
D.
1
Correct Answer: Option C
Explanation
(2log_{4} 2 = x + 1)
(log_{4} 2^{2} = log_{4} 4 = 1)
(x + 1 = 1 implies x = 0)
If (2log_{4} 2 = x + 1), find the value of x.
(2log_{4} 2 = x + 1)
(log_{4} 2^{2} = log_{4} 4 = 1)
(x + 1 = 1 implies x = 0)