Transcription of 03 - Power, Constant, and Sum Rules
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03 - Power, Constant, and Sum Rules
D M2L0T1g3Y bKbu6tear hSBo0futTwjaZrTeA s VARlilZ OrciVgyh5tXst L EMVaodNeG lwxictDhI AIcnafoi0nliqtxec by Kuta Software LLCKuta Software - Infinite CalculusName_____ Period____Date_____Differentiation - power , Constant, and Sum Rules Differentiate each function with respect to ) y = 52) f( x) = 5 x183) y = 4 x5 + x4) f( x) = 4 x4 5 x 35) y = 3 x 546) y = 54 x 237) y = 4 x 58) y = 3 x39) y = x 2310) f( x) = 24 x -1- q b2b081L3S cKNuitpax uSWoffitiwHaPrYez 4 QAnl0lK BrOipgohutwsX e tMdaZdSeI CwgiZtlhw NImntfdiMnoiQtweA by Kuta Software LLC 11) y = 23 x4 + 5 x x 312) y = 12 x4 + 3 x 53 + 2 xDifferentiate each function with respect to the given ) y = 3 r5 5 r214) f( s) = 3 s2 4 s415) f( x) = 23 x 32 34 x 3516) h( s) = 2 3 s + 2 5 s Differentiate each function with respect to x.
2 3 x4 + 5x − x−3 12) y = − 1 2 x4 + 3x 5 3 + 2x Differentiate each function with respect to the given variable. 13) y = −3r5 − 5r2 14) f (s) = − 3 s2 − 4 s4 15) f (x) = 2 3 x 3 2 − 3 4 x 3 5 16) h(s) = 2 ⋅ 3 s + 2 ⋅ 5 s Differentiate each function with respect to x. Problems may contain constants a, b, and c. 17) y = 5c 18 ...
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