The number of solutions of \[{{\log }_{4}}(x-1)={{\log }_{2}}(x-3)\] [IIT Screening 2001]

The number of solutions of \[{{\log }_{4}}(x-1)={{\log }_{2}}(x-3)\] [

1.	The number of solutions of \[{{\log }_{4}}(x-1)={{\log }_{2}}(x-3)\] [IIT Screening 2001]
A.	3
B.	1
C.	2
D.	0
Answer» C. 2

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The number of solutions of \[{{\log }_{4}}(x-1)={{\log }_{2}}(x-3)\] [IIT Screening 2001]

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