find the derivative of Sin (x+a) ...!
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Using the limit laws, and remembering that sin(x) are cos(x) are constant as h approaches zero, we find the derivative of the sine function as follows. Our second basic differentiation formula provides the slope of this tangent line; the slope is the value of the derivative at /3, namely cos( /3).
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d(x+a)/dxCos(x+a) of a is constant its cos(x+a)
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