Range of f(x) = log, 7(16 sin? x + 1) is
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Answer:
0<sin
2
x<1
0<16sin
2
x<16
1<16sin
2
x+1<17
log
2
1<log
2
(16sin
2
x+1)<log
2
17
−log
2
1>−log
2
(16sin
2
x+1)>−log
2
17
2−log
2
1>2−log
2
(16sin
2
x+1)>2−log
2
17
log
2
(2−log
2
1)>log
2
(2−log
2
(16sin
2
x+1))>log
2
(2−log
2
17).
Step-by-step explanation:
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