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Solve for the Indicated Variable logc(z+y)=logc(2z4)\log _ { c } ( z + y ) = \log _ { c } ( 2 z - 4 )

Question 342

Multiple Choice

Solve for the indicated variable.
- logc(z+y) =logc(2z4) \log _ { c } ( z + y ) = \log _ { c } ( 2 z - 4 ) , for yy


A) y=logcz4y = \frac { \log _ { \mathrm { c } } \mathrm { z } } { 4 }
B) y=logc(z4) y = \log _ { c } ( z - 4 )
C) y=z4y = z - 4
D) y=z4y = \frac { z } { 4 }

Correct Answer:

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