3.2 Calculate the areas of the following surfaces using the differential surface area dS: (a) p = 2, 0 < z< 5, 7/3 < ¢ < T/2 (b) z = 1, 1 < p < 3, 0 < ¢ < T/4 (c) r = 10, 7/4 < 0 < 2#/3, 0 < ¢ < 2™ (d) 0 < r< 4, 60° < 0 < 90°, & = constant

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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3.2 Please.

3.1
Using the differential length dl, find the length of each of the following curves:
(a) p = 3, T/4 < ¢ < «/2, z = constant
(b) r = 1, 0 = 30°, 0 < ¢ < 60°
(c) r = 4, 30° < 0 < 90°, ¢ = constant
3.2
Calculate the areas of the following surfaces using the differential surface area dS:
(a) p = 2, 0 < z < 5, 7/3 < ¢ < T/2
(b) z = 1, 1 < p < 3,0 < ¢ < T/4
(c) r = 10, 7/4 < 0 < 2#/3, 0 < ¢ < 2™
(d) 0 < r < 4, 60° < 0 < 90°, ø = constant
Transcribed Image Text:3.1 Using the differential length dl, find the length of each of the following curves: (a) p = 3, T/4 < ¢ < «/2, z = constant (b) r = 1, 0 = 30°, 0 < ¢ < 60° (c) r = 4, 30° < 0 < 90°, ¢ = constant 3.2 Calculate the areas of the following surfaces using the differential surface area dS: (a) p = 2, 0 < z < 5, 7/3 < ¢ < T/2 (b) z = 1, 1 < p < 3,0 < ¢ < T/4 (c) r = 10, 7/4 < 0 < 2#/3, 0 < ¢ < 2™ (d) 0 < r < 4, 60° < 0 < 90°, ø = constant
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