Find the value of c(a point where slope of a atangent to curve is zero) if f(x) = Sin(x) is continuous over interval [0, ] and differentiable over interval (0, ) and c (0, )

Find the value of c(a point where slope of a atangent to curve is zero

1.	Find the value of c(a point where slope of a atangent to curve is zero) if f(x) = Sin(x) is continuous over interval [0, ] and differentiable over interval (0, ) and c (0, )
A.
B.	<sup> </sup> <sub>2</sub>
C.	<sup> </sup> <sub>6</sub>
D.	<sup> </sup> <sub>4</sub>
Answer» C. <sup> </sup> <sub>6</sub>

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