Let a and b two real numbers such that a < b. A region R is bounded by a curve C and two different lines parallel to the y-axis. Please note that C does cut the r in the interval a, b The volume V of the solid generated by rotating R about the c-axis can be expressed as V = c where (1) c = (2) c = T; (3) c = T; (4) c = 7: (5) The two lines are a = a, y = b; (6) The two lines are y = a; = b; (7) The two lines are x = a, x = b; (8) The two lines are y = a, y = b; (9) A = f(x),where f is a function of x; (10) A = g(y). where g is a function of y: (11) d = 1; (12) d = 23; (13) d = 21
Let a and b two real numbers such that a < b. A region R is bounded by a curve C and two different lines parallel to the y-axis. Please note that C does cut the r in the interval a, b The volume V of the solid generated by rotating R about the c-axis can be expressed as V = c where (1) c = (2) c = T; (3) c = T; (4) c = 7: (5) The two lines are a = a, y = b; (6) The two lines are y = a; = b; (7) The two lines are x = a, x = b; (8) The two lines are y = a, y = b; (9) A = f(x),where f is a function of x; (10) A = g(y). where g is a function of y: (11) d = 1; (12) d = 23; (13) d = 21
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Transcribed Image Text:1
(13) d =
2"
(14) u = 1;
(15) u = 2;
(16) u = dr;
(17) u = dy.
Select the numbers which match much the different parameters. Please do not enter parentheses.
The value of c is given by
type your answer.
The two lines are given by type your answer.
The expression of A is given by
type your answer.
The value of d is given by type your answer.
: The content of u is given by type your answer.
Transcribed Image Text:Let a and b two real numbers such that a < b. A region R is bounded by a curve C and two different lines parallel to the y-axis. Please note that C does
cut the a in the interval a, b. The volume V of the solid generated by rotating R about the x-axis can be expressed as
V = c
where
1
(1) c =
T
(2) c = T;
(3) c = T;
(4) c = 7:
(5) The two lines are x = a, y = b;
(6) The two lines are y = a; = b;
(7) The two lines are x = a, x = b;
(8) The two lines are y = a, y = b;
(9) A = f(x), where f is a function of x;
(10) A = g(y). where g is a function of y:
(11) d = 1;
(12) d = 2;
1
(13) d =
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