The values of A and B which make the differential equation (1 exact are: A = B e³y + 5 ln(5y)) dz + (6√re³ + B² + 2) dy Y The exact differential equation which results from that choice of A and B has solution F(x, y) _F(x, y) = Please write your answer with no constant term.

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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The values of A and B which make the differential equation
exact are : A
-
B =
езу
(4-5ta(by)) da + (6√ze¹s + B²+2) dy=0
+ dx
√x
A
The exact differential equation which results from that choice of A and B has solution F(x, y) = C where
F(x, y) =
Please write your answer with no constant term.
Transcribed Image Text:The values of A and B which make the differential equation exact are : A - B = езу (4-5ta(by)) da + (6√ze¹s + B²+2) dy=0 + dx √x A The exact differential equation which results from that choice of A and B has solution F(x, y) = C where F(x, y) = Please write your answer with no constant term.
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The third one is wrong

Entered
exact are: A =
=
1
5
2*x* [e^(3*y)] +5*x*In(5*y)+2*y
At least one of the answers above is NOT correct.
The values of A and B which make the differential equation
1 B = 5
Answer Preview
1
5
2xe³y + 5x ln(5y) + 2y
e³y
(4ª² ÷ 5ln(50)) d² + (6√ãe³ + B÷2) dy-0
+5 dx
The exact differential equation which results from that choice of A and B has solution F(x, y) = C where
3y
F(x, y) = 2xe³y + 5x ln (5y) + 2y
Please write your answer with no constant term.
Result
correct
correct
incorrect
Transcribed Image Text:Entered exact are: A = = 1 5 2*x* [e^(3*y)] +5*x*In(5*y)+2*y At least one of the answers above is NOT correct. The values of A and B which make the differential equation 1 B = 5 Answer Preview 1 5 2xe³y + 5x ln(5y) + 2y e³y (4ª² ÷ 5ln(50)) d² + (6√ãe³ + B÷2) dy-0 +5 dx The exact differential equation which results from that choice of A and B has solution F(x, y) = C where 3y F(x, y) = 2xe³y + 5x ln (5y) + 2y Please write your answer with no constant term. Result correct correct incorrect
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