33. The solution of the differential equation +Py=Q where P and Q are the function of x is a) y = [Qefdx + C b) y = [Qe²¹f¹dx + C dx =fQeldx + C -¯d) vel = [Qe²√²x dx + C et sel yele

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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33. The solution of the differential equation +Py = Q where P and Q are the function of x is
dx
a) y = fQdx + C
b) y = [Qe²f³¹dx + C
¯d) yel^²
34. The differential equation formed by eliminating A and B from y=e(Acos.x+ Bsinx) is
b)
dy
-4 - +5=0
dx² dx
+4 dy
dx² dx
-5=0
d²
AT.
dy
c) -4 --5=0
dx²
dx
213
folde
dx²
dx + C
= [@c²√ №²² dx + C
dy
+4+5=0
dx
Transcribed Image Text:33. The solution of the differential equation +Py = Q where P and Q are the function of x is dx a) y = fQdx + C b) y = [Qe²f³¹dx + C ¯d) yel^² 34. The differential equation formed by eliminating A and B from y=e(Acos.x+ Bsinx) is b) dy -4 - +5=0 dx² dx +4 dy dx² dx -5=0 d² AT. dy c) -4 --5=0 dx² dx 213 folde dx² dx + C = [@c²√ №²² dx + C dy +4+5=0 dx
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