1:25 < Back Pulse 18) Integrate: 1 - sin x dx 1 + cos x 86 4 MATH1275 Calculus 19) Find the area under the curve of an arbitrary sine wave for half of its period. Use y = A sin(wt) What is this Area when A and w both equal 1? 20) A Force is given as a function of the distance from the origin as 2 + tan x F = COS X If there is no work at x = 0, find the work done by this force as a function of x. From 28.5: Other Trigonometric Forms 21) Integrate: Stan³ x tan³ x dx 5 MATH1275 Calculus

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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1:25
< Back
Pulse
18) Integrate:
1 - sin x
dx
1 + cos x
86
4
MATH1275
Calculus
19) Find the area under the curve of an arbitrary sine wave for half of its
period. Use
y = A sin(wt)
What is this Area when A and w both equal 1?
20) A Force is given as a function of the distance from the origin as
2 + tan x
F =
COS X
If there is no work at x = 0, find the work done by this force as a function of
x.
From 28.5: Other Trigonometric Forms
21) Integrate:
Stan³ x
tan³ x dx
5
MATH1275
Calculus
Transcribed Image Text:1:25 < Back Pulse 18) Integrate: 1 - sin x dx 1 + cos x 86 4 MATH1275 Calculus 19) Find the area under the curve of an arbitrary sine wave for half of its period. Use y = A sin(wt) What is this Area when A and w both equal 1? 20) A Force is given as a function of the distance from the origin as 2 + tan x F = COS X If there is no work at x = 0, find the work done by this force as a function of x. From 28.5: Other Trigonometric Forms 21) Integrate: Stan³ x tan³ x dx 5 MATH1275 Calculus
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