y=sin^2+2cosx(π/3

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y=sin^2+2cosx(π/3y=sin^2+2cosx(π/3y=sin^2+2cosx(π/3f(x)=sinx^2+2cosx=1-cosx^2+2cosx=-(cosx^2-2cosx)+

y=sin^2+2cosx(π/3
y=sin^2+2cosx(π/3

y=sin^2+2cosx(π/3
f(x)=sinx^2+2cosx
=1-cosx^2+2cosx
=-(cosx^2-2cosx)+1
=-(cosx-1)^2+2
π/3