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What is the solution of logc x^2-1/5x?


A) log x^2 - logc 5x-1

B) 2logcx-(logc5 + logcx)-1

C) logc(x^2-1) - (logc5 + logcx)

D) 2logcx- logc 1- logc5 + logcx

User DarioP
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\text{Use:}\ \log_a x-\log_a y=\log_a(x)/(y)\\\\\log_a x+\log_ay=\log_a(xy)


\log_c(x^2-1)/(5x)=\log_c(x^2-1)-\log_c5x=\log_c(x^2-1)-(\log_c5+\log_cx)

Answer: C).
User Andrey Semakin
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