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12) In Problems 12 through 14, given [ xa ]'= a xa-1, where a is any real exponent. =(x-1) =. Find A) 1 B) 2/ x2 C) - x - 2 D) - 3 x 2

12) In Problems 12 through 14, given [ xa ]'= a xa-1, where a is any real exponent. =(x-1) =. Find A) 1 B) 2/ x2 C) - x - 2 D) - 3 x 2

Calculus: Early Transcendentals
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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12) In Problems 12 through 14, given [ xa ]'= a xa-1, where a is any real exponent. =(x-1) =. Find A) 1 B) 2/ x2 C) - x - 2 D) – 3 x 2 x5 13) Find x16x A) (7/8) x3/4 B) (1/4) x5/2 C) (7/2) x7/2 D) (7/16) x9/4 14) By using Linear Property, find -3 х2 A) – 6[(1/ x2) + x] C) 6[ (1/ x)- x2 ] B) 6[(1/ x2) - 2 x] D) 6 [ (1/ x) – 3 x2] D)9
Transcribed Image Text:12) In Problems 12 through 14, given [ xa ]'= a xa-1, where a is any real exponent. =(x-1) =. Find A) 1 B) 2/ x2 C) - x - 2 D) – 3 x 2 x5 13) Find x16x A) (7/8) x3/4 B) (1/4) x5/2 C) (7/2) x7/2 D) (7/16) x9/4 14) By using Linear Property, find -3 х2 A) – 6[(1/ x2) + x] C) 6[ (1/ x)- x2 ] B) 6[(1/ x2) - 2 x] D) 6 [ (1/ x) – 3 x2] D)9
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