The general solution of the differential equation (z - 3y + 2) dz + 3 (z + 3y – 4) dy = 0 |3| 3(z-1) a In [(z - 1)° +(v - 1)| – 2 arctan() - c 1) + (y O a. In y-1 O b. In (z- 1) +9(y – 1)° – 2 arctan( ) =C %3D 3(y 1) O C In d In 3(x -1) + (y - 1)- arctan d. In C(x – 1)° + 9(y 2 arctan () 37-1)

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 general solution of the differential equation
(z- 3y + 2) dz + 3 (z + 3y – 4) dy = 0
O a.
a. In [(z – 1)² + (y = 1)*|= 2 arctan() -
y-1
O b. In
(2- 1) + 9(y– 1)° – 2 arctan
3(y-1)
OCIn (2- 1) + (y – 1)=C
d In 3- 1) - (y – 1)] - aretan() - c
* In Cz 1)+9(y 1) 2 aretan( )
PREVIOU
Transcribed Image Text:The general solution of the differential equation (z- 3y + 2) dz + 3 (z + 3y – 4) dy = 0 O a. a. In [(z – 1)² + (y = 1)*|= 2 arctan() - y-1 O b. In (2- 1) + 9(y– 1)° – 2 arctan 3(y-1) OCIn (2- 1) + (y – 1)=C d In 3- 1) - (y – 1)] - aretan() - c * In Cz 1)+9(y 1) 2 aretan( ) PREVIOU
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