Tess tried to solve the differential equation = 2xy - 6x. This is her work: dy = 2xy - 6x dx dy Step 1: 4Y = (y − 3)2x Step 2: dy = f 2x dx Step 3: In y-31= x² + C₂ inly-31=e+ €₂ Step 4: Step 5: ly-31 e + G₂ Step 6: y-3= te** + C₂ Step 7: y = £et² + c IDENTIFIED ERROR CORRECTION OF ERROR EXPLANATION OF CORRECTION

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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Tess tried to solve the differential equation = 2xy - 6x. This is her work:
dx
dy
= 2xy - 6x
dx
dy
Step 1:
4x = (y − 3)2x
dx
Step 2:
dy=f2x dx
Step 3:
In y-31= x2 + C₂
Step 4:
ein ly-31e + C₂
Step 5:
ly-31 = ex² + C₂
Step 6:
y-3= te** + C₂
Step 7:
y = ±e²² +C
IDENTIFIED ERROR
CORRECTION OF ERROR
EXPLANATION OF
CORRECTION
Transcribed Image Text:Tess tried to solve the differential equation = 2xy - 6x. This is her work: dx dy = 2xy - 6x dx dy Step 1: 4x = (y − 3)2x dx Step 2: dy=f2x dx Step 3: In y-31= x2 + C₂ Step 4: ein ly-31e + C₂ Step 5: ly-31 = ex² + C₂ Step 6: y-3= te** + C₂ Step 7: y = ±e²² +C IDENTIFIED ERROR CORRECTION OF ERROR EXPLANATION OF CORRECTION
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