1. What is the best method to use given a differential equation with f(x) = sec x? A. Method of Undetermined Coefficients C. Both B. Method of Variation of Parameters D. None of the choices 2. What is the form of y, given (D² +9)y = e²x? Yp = A + e²x Yp = A + Be²x 3. A. B. C. D. What is the form of y, given (D² +9)y = cos3x A. Ур = Asinx + Bcosx B. Yn Asin3x + Bcos3x C. D. Yp = Ae²x Yp = A + Bex Yp = x(Asin3x + Bcos3x) Yn = x² (Asin3x + Bcos3x)

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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PLEASE ANSWER CORRECTLY. NEED ASAP.
1. What is the best method to use given a differential equation with f(x) = sec x?
A. Method of Undetermined Coefficients C.
Method of Variation of Parameters
Both
B.
D.
None of the choices
2. What is the form of y, given (D² +9)y = e²x?
Yp = A + e²x
Yp = A + Be²x
3.
4.
A.
B.
What is the form of y, given (D² +9)y = cos3x
A. Ур = Asinx + Bcosx
= Asin3x + Bcos3x
C.
D.
B. Yp=
C.
D.
What is the form of y, given (D² +9)y = x + tanx?
Ур = V、sinx + V,COSX
A.
C.
B.
Yp = v₁sin3x + V₂cos3x
D.
5.
What is the appropriate second equation to solve
A. ví’sinx + v2cosx = 0
C.
B.
v₁'(-3cos3x) + v₂'(3sinx) = 0
D.
Yp = Ae²x
Yp = A + Bex
Yp = x(Asin3x + Bcos3x)
Yp = x² (Asin3x + Bcos3x)
Yp = x(v₁sin3x + v₂cos3x)
Yp = x²(v₁sin3x + v₂cos3x)
number 4?
ví'(−cosx)+ v2'(sinx) = x + tanx
v₁'(3cos3x) + v₂'(−3sinx) = x + tan x
Transcribed Image Text:1. What is the best method to use given a differential equation with f(x) = sec x? A. Method of Undetermined Coefficients C. Method of Variation of Parameters Both B. D. None of the choices 2. What is the form of y, given (D² +9)y = e²x? Yp = A + e²x Yp = A + Be²x 3. 4. A. B. What is the form of y, given (D² +9)y = cos3x A. Ур = Asinx + Bcosx = Asin3x + Bcos3x C. D. B. Yp= C. D. What is the form of y, given (D² +9)y = x + tanx? Ур = V、sinx + V,COSX A. C. B. Yp = v₁sin3x + V₂cos3x D. 5. What is the appropriate second equation to solve A. ví’sinx + v2cosx = 0 C. B. v₁'(-3cos3x) + v₂'(3sinx) = 0 D. Yp = Ae²x Yp = A + Bex Yp = x(Asin3x + Bcos3x) Yp = x² (Asin3x + Bcos3x) Yp = x(v₁sin3x + v₂cos3x) Yp = x²(v₁sin3x + v₂cos3x) number 4? ví'(−cosx)+ v2'(sinx) = x + tanx v₁'(3cos3x) + v₂'(−3sinx) = x + tan x
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