Mark the correct alternative in the following:
The function f : R → R is defined by f(x) = cos2 x + sin4 x. Then, f(R) =
f(x)=sin4 x+1-sin2 x
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Minimum value of f(x)=3/4
0≤sin2 x≤1
So, maximum value of ![]()
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=1
R(f)=[3/4, 1]
Answer is C.
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