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We want to find the derivative of the function, x to the 4 fifth plus x.
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This question is testing our newfound knowledge of basic differentiation techniques that we learned in this section, and generally our understanding of differentiation as a concept.
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So the four techniques that we learned in this section are 1 through 4 as follows.
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One, the constant rule, ddx, c equals 0.
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2, the power rule, ddx, x to the nx, to the n .x, 2, n, 2, n .1 .1.
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3, the constant multiple rule, ddx, c, fx, equals c f .m .m.
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Sum difference rule, ddx fx plus or minus fx equals f prime plus or minus two -prad...