Q.
Consider the equation sin−1x2−6x+172+cos−1k=π2 then
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a
The largest value of k for which the equation has 2 distinct solutions is 1
b
The eqution must have real roots if k∈-12,1
c
the equation must have real roots if k∈-1,12
d
The equation has unique solution if k=-12
answer is A.
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Detailed Solution
sin−1x2−6x+172=sin−1kThe above equation has solutions only when -1≤k≤1The graph of the curve y=x2-6x+172 is as below
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