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Write the expression as a single natural logarithm. 2 ln x-4 ln c
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first use \(\large nlog_bM=log_bM^n \) then use \(\large log_bM-log_bN=log_b{\frac{M}{N}} \)
That is extremely confusing haha is there any way you could help me make sense of it?
Is it \(2\ln(x-4)\ln(c)\)?
Or \(2\ln(x)-4\ln(c)\)?
The choices are ln X^2/c^4 ln c^4/x^2 ln (x^2 +c^4) and ln (x^2-c^4)
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