a. I = f [cos nt. 8(t-2) + 38(t+1) + sinnt. 8(2t - 1)]. dt = 4.5 -0 b. I = f e-t6(2t - 2). dt = // -0 2e C. LU(T)dt =

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.4: Values Of The Trigonometric Functions
Problem 22E
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Question
3:۱۹ م
Asiacell lI.
x (1/3), x (1/4), x (50)
Homework 1_9ebf69273e422c49d4... pi
2.
1
Q3: Show that
a. I = S [cos nt. 8(t – 2) + 38(t + 1) + sinnt. 8(2t – 1)].dt = 4.5
L e-t8(2t – 2). dt = -
b. I =
c. L, u(t)dr =
d. 4 r(t) =
e. P; = cos?(@t). dt = A²
MAA
Transcribed Image Text:3:۱۹ م Asiacell lI. x (1/3), x (1/4), x (50) Homework 1_9ebf69273e422c49d4... pi 2. 1 Q3: Show that a. I = S [cos nt. 8(t – 2) + 38(t + 1) + sinnt. 8(2t – 1)].dt = 4.5 L e-t8(2t – 2). dt = - b. I = c. L, u(t)dr = d. 4 r(t) = e. P; = cos?(@t). dt = A² MAA
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