Answer(8) Linear First Order D.E. Solve the following differential equations of 1-e" dx +2(xe" - y)dy = 03; dy +y3e' dx 2y e 3-(1+x')dx +(y– tan (x))dx=0; ● 4– y' = 5-(1+x')(dy- dx) = 2.xydx; dy 6-x. – 3y = x' dr 7- cosh x dy +(y sinh x+ e' )dx 0; -(+1)dx+(2.xy+1)dy

Calculus: Early Transcendentals
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Author:James Stewart
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Chapter1: Functions And Models
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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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Answer (8)
Linear First Order D.E.
Solve the following differential equations of
1-e" dx +2(xe – y)dy = 0;
+y3e'
dx
2y
e
3-(1+x')dx +(y- tan "(x))dx = 0; 4-y'=
5-(1+x')(dy- dx) = 2.xydx
dy
- 3y = x'
6-x.-
dr
7- cosh x dy +(y sinh x+ e") dx 0;
(+1)dx +(2xy +1)dy
Transcribed Image Text:Answer (8) Linear First Order D.E. Solve the following differential equations of 1-e" dx +2(xe – y)dy = 0; +y3e' dx 2y e 3-(1+x')dx +(y- tan "(x))dx = 0; 4-y'= 5-(1+x')(dy- dx) = 2.xydx dy - 3y = x' 6-x.- dr 7- cosh x dy +(y sinh x+ e") dx 0; (+1)dx +(2xy +1)dy
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