Consider the differential equation (xy + 3x - y – 3) dx (xy – 2x +4y - 8) dy. By separation of variables, t differential equation can be re-written as A X- 4 dx - 2 dy = 0 y+3 © a - -- x+ y+2 B dx dy = 0 X-4 y+3 C) none of the choices y + (D dx x+4 dy = 0 - 2 dx dy = 0

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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Consider the differential equation (xy +3x – y - 3) dx = (xy - 2x +4y – 8) dy. By separation of variables, the
differential equation can be re-written as
(A
X- 4
dx
- 2
dy = 0
y+3
© ( - -
x+
y+2
B)
dx
dy = 0
X-4
y+3
C) none of the choices
y+
D
dx
x+4
dy = 0
- 2
E
dx
x+4
dy = 0
y+3
Transcribed Image Text:Consider the differential equation (xy +3x – y - 3) dx = (xy - 2x +4y – 8) dy. By separation of variables, the differential equation can be re-written as (A X- 4 dx - 2 dy = 0 y+3 © ( - - x+ y+2 B) dx dy = 0 X-4 y+3 C) none of the choices y+ D dx x+4 dy = 0 - 2 E dx x+4 dy = 0 y+3
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