Find the minimum value of the function `f(x)=(1+sinx)(1+cosx),AAx inR`.
Find the minimum value of the function
`f(x)=(1+sinx)(1+cosx),AAx inR`.
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Since `0le1+sinxle2" and "0le+cosxle2`,
minium value of f(x) is 0, when any one of `(1+sinx)" or "(1+cosx)` is zero.
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