x² – 25 -dx is V x2 – 25 – sec-lx+ C. The antiderivative of -

Calculus: Early Transcendentals
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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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x² – 25
The antiderivative of
dx is x2 - 25 - sec-lx+ C.
(A) True
B False
2x +1
The antiderivative of f (x) =
is
(x – 3)° (x – 2)
A None of the given choices
2
7
В
F (x) = 5 ln
+
3
+C
х — 3
x - 3
7
© F (x) = 5 ln
+ C
x - 3
x - 2
3
D F (x) = 5 ln
7
+C
x – 2
x – 3
EF (x) = 5 ln
7
+C
x - 3
х — 3
TVVy+1-2 dy can be evaluated conveniently if we let x=VVy+1- 2 and
dy = 4x(x² + 2)dx.
%3D
A) True
B) False
Transcribed Image Text:x² – 25 The antiderivative of dx is x2 - 25 - sec-lx+ C. (A) True B False 2x +1 The antiderivative of f (x) = is (x – 3)° (x – 2) A None of the given choices 2 7 В F (x) = 5 ln + 3 +C х — 3 x - 3 7 © F (x) = 5 ln + C x - 3 x - 2 3 D F (x) = 5 ln 7 +C x – 2 x – 3 EF (x) = 5 ln 7 +C x - 3 х — 3 TVVy+1-2 dy can be evaluated conveniently if we let x=VVy+1- 2 and dy = 4x(x² + 2)dx. %3D A) True B) False
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