If f(a)= log(2 + a/2- a)
for 0 < a < 2, then find 1/2f(8a/4+ a square)
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Answer:
Step-by-step explanation:
Since f(a)=log(2−a2+a), we have
21f(4+a28a)=21log⎝⎜⎜⎜⎛2−4+a28a2+4+a28a⎠⎟⎟⎟⎞=21log[8+2a2−8a8+2a2+8a]=21log[4+a2−4a4+a2+4a]=21log(2−a2+a)2
Applying logxa=alogxHence,
21f(4+a28a)=f(a)x, we get
21log(2−a2+a)2=22log(2−a2+a)
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