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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Question
9-1 part(a), answer is 9/2, pls explain steps

Transcribed Image Text:(a)
88 S()) dq = 24-2q
dq = 84.
3
9.4
Exercises
9-1. Find the total area of the regions enclosed by the given curves:
(a) z =
y and r = y + 2
(d) y = rV1 - x² and y = r-r
(b) z = y? and z + 2y2
= 3
3z
(e) y=e, y = e
", and r = 1
(f) y = 2", y = 5", and r
(c) y= x- x² and y 1– 2²
= 1
9-2. Find the total area between the given curves:
(b) y² – x = 2, x – el = 0, y = ±1
2.
(a) y- 4x 3 and 4r - y = 3
9-3. Find the number e such that y = e divides the region bounded by y = x and y = 4 into two
subregions of equal area.
9-4. Find a positive, continuous function f such that the area between the r-axis and the graph
of f between 0 and r is exactly A(r) et.
9-5. Find the area of the triangles with vertices:
(b) (–2,5), (0, –3), (5, 2)
(a) (0,0), (1,8), (4, 3)
9-6. Solve the following improper integrals:
(d)
J10
1.
de
IInr
(a)/
3- dr
(e)/ e-l2 dr
dr
(b)/
-5x
dar
Canon U PDF Editor
LC Litilib
8.
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