Calculus: Early Transcendentals
Calculus: Early Transcendentals
8th Edition
ISBN: 9781285741550
Author: James Stewart
Publisher: Cengage Learning
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Question

Solve the following homogeneous equation, presenting the answer with 2 terms equal to C, i.e., something + something= C .

Instructions:
Explain in words, each step of the process until you reach the result. (The exercise is already solved)

Note:
The original exercise is in the image, for a better understanding, it is in Spanish but it is easy to understand.

-In the other image is the correct procedure of the exercise, what I want is that you explain me in detail all the steps that were followed. (What was done in each step, in a detailed way please).

(-) dy = y-X
dx
×+人
ay
ax
こ UX-X
UX +X
し+」
Y= Ux
三
UtI
futi
+dv
メ
Ju*ti
=Y% Inlu?+i)+ arctan ut QV
こ
+ tan' V
=-% Inx't cx - culn (u*+it 2 tan' utInx?
E Inx? (u?ti) t ə tañ'cu)= C
garetan ()+ In (x')= C
expand button
Transcribed Image Text:(-) dy = y-X dx ×+人 ay ax こ UX-X UX +X し+」 Y= Ux 三 UtI futi +dv メ Ju*ti =Y% Inlu?+i)+ arctan ut QV こ + tan' V =-% Inx't cx - culn (u*+it 2 tan' utInx? E Inx? (u?ti) t ə tañ'cu)= C garetan ()+ In (x')= C
2. Resuelva la siguiente ecuación homogénea, presentando la respuesta con 2
términos igualados a C, es decir, algo + algo= C .
dy
y -x
dx
y +x
expand button
Transcribed Image Text:2. Resuelva la siguiente ecuación homogénea, presentando la respuesta con 2 términos igualados a C, es decir, algo + algo= C . dy y -x dx y +x
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