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y is minimum when sinx+√3cosx is maxm
And for sinx+√3cosx to be maxm
d(sinx+√3cosx)/dx=0
Cosx-√3sinx= 0
tanx= 1/√3
x= 30°
So minimum value of y
= 10/(1/2+√3•√3/2)
= 10/(2)= 5
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