the range of f(x)=root 9sin^2 x - 30 sin x+25+10 is [a,b] then a+b=
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1
For real values of x
9−x
2
≥0
x
2
≤9
∣x∣≤3
−3≤x≤3
Hence,
xϵ[−3,3]
Thus range of f(x) is y
max
=3 while y
min
=0
Hence range is [0,3]
Therefore, b=3 and a=0
Hence, b−a=3−0 =3.
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