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Theorem O dx - [k] = 0, where k is constant d dx -[x] =1 O dy (x ] = nx-1, for me Q UNIVERSITY

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Theorem O dx - [k] = 0, where k is constant d dx -[x] =1 O dy (x" ] = nx"-1, for me Q UNIVERSITY OF SANTO TOMAS STEM_BCAL Example Differentiate the following functions. Of ( x) =x5 @ g(x) = 4 5x3 2 Oh(x)= 4 5x3 Of(x) = 5x2 (x3 + 2) g(x) - 2x3 - 4x3 + 2x x3 Oh(x) = (3x + 2)(4x - 5) 3x oy= 2x + 1 O y = 4\\x - 53/x

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