if log2 (y+1)=2log 2 x+c and y=3 when x=2 find y in terms of x
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Answer:
y = x² /2 - 1
Step-by-step explanation:
log2 (y+1)=2log 2 x+c
log2 (4)=2log 4+c
c = -log2
log2 (y+1)=2log 2 x-log2
log2 (y+1)=2log 2 x/2
log2 (y+1)=2log x
log2 (y+1)=log x²
2 (y+1) = x²
(y+1) = x² /2
y = x² /2 - 1
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