O y(1) = c, e*" + C,e For each set of solutions below, match the solutions to the general s Prompts Solutions: R, = 5 and R, = -7 y(1) = c, ela *) cos(# 1) + c,el« *) sin(p ) %3D Solutions: R, = 3 and R, = 3 y(1) = c, el* *) cos(8 1) Solutions: R, = 5 + 3i and R, = 5 3i y(1) = C, e* + C,te**! Solutions: R, -8 and R2 = - 8 y(t) = C, e* + C,te** Solutions: R, + 4 5 and R2 %3D R O y() = C, e" + c,":* %3D 2 Solutions: R, = - 5 and R, = 5 %D
O y(1) = c, e*" + C,e For each set of solutions below, match the solutions to the general s Prompts Solutions: R, = 5 and R, = -7 y(1) = c, ela *) cos(# 1) + c,el« *) sin(p ) %3D Solutions: R, = 3 and R, = 3 y(1) = c, el* *) cos(8 1) Solutions: R, = 5 + 3i and R, = 5 3i y(1) = C, e* + C,te**! Solutions: R, -8 and R2 = - 8 y(t) = C, e* + C,te** Solutions: R, + 4 5 and R2 %3D R O y() = C, e" + c,":* %3D 2 Solutions: R, = - 5 and R, = 5 %D
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...
Related questions
Question
q10
![R
O y(t) = C, e
Ce"
+
For each set of solutions below, match the solutions to the general s
Prompts
Solutions: R,
y(1) = c, ela *) cos($ 1) + c,elu *) sin(p t)
= 5 and R,
- 7
Solutions: R, = 3 and R,
1
= 3
O y(1) = C, ela *) cos( 1) + C,ela *) sin(p)
Solutions: R, = 5 + 3i and R,
1
= 5 - 3i
O y(t) = C, e*
Solutions: R
-8 and R,
-8
O y(1) = C, e + C,te**
1
5
i and R,
4
1
Solutions: R,
2.
4
R
O y(1) = C, e"i
%3D
+
e
Solutions: R, = - 5 and R, = 5
1.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F8f95c344-c7f7-4b78-a47f-5c999aa87b4b%2F317eef30-75c0-42be-aab5-093050c053bc%2Favgzdx3_processed.jpeg&w=3840&q=75)
Transcribed Image Text:R
O y(t) = C, e
Ce"
+
For each set of solutions below, match the solutions to the general s
Prompts
Solutions: R,
y(1) = c, ela *) cos($ 1) + c,elu *) sin(p t)
= 5 and R,
- 7
Solutions: R, = 3 and R,
1
= 3
O y(1) = C, ela *) cos( 1) + C,ela *) sin(p)
Solutions: R, = 5 + 3i and R,
1
= 5 - 3i
O y(t) = C, e*
Solutions: R
-8 and R,
-8
O y(1) = C, e + C,te**
1
5
i and R,
4
1
Solutions: R,
2.
4
R
O y(1) = C, e"i
%3D
+
e
Solutions: R, = - 5 and R, = 5
1.
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