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Consider the d.e. (x - 2y)dx + ydy = 0. Q7.1 The d.e. can be solved by the substitution (select one) u = xy u = Y x u = x - 2y u = y It cannot be solved by a substitution. Q7.2 The solution to the d.e. is (select one) x In(y - x) C y-x x In(y - x) + C y - x In(x)+ln(yx) = C y - x In (9 х 2 ) = C None of the above Submit & View Submission >

Consider the d.e. (x - 2y)dx + ydy = 0. Q7.1 The d.e. can be solved by the substitution (select one) u = xy u = Y x u = x - 2y u = y It cannot be solved by a substitution. Q7.2 The solution to the d.e. is (select one) x In(y - x) C y-x x In(y - x) + C y - x In(x)+ln(yx) = C y - x In (9 х 2 ) = C None of the above Submit & View Submission >

Algebra and Trigonometry (6th Edition)
Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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Consider the d.e. (x - 2y)dx + ydy = 0. Q7.1 The d.e. can be solved by the substitution (select one) u = xy u = Y x u = x - 2y u = y It cannot be solved by a substitution. Q7.2 The solution to the d.e. is (select one) x In(y - x) C y-x x In(y - x) + C y - x In(x)+ln(yx) = C y - x In (9 х 2 ) = C None of the above Submit & View Submission >
Transcribed Image Text:Consider the d.e. (x - 2y)dx + ydy = 0. Q7.1 The d.e. can be solved by the substitution (select one) u = xy u = Y x u = x - 2y u = y It cannot be solved by a substitution. Q7.2 The solution to the d.e. is (select one) x In(y - x) C y-x x In(y - x) + C y - x In(x)+ln(yx) = C y - x In (9 х 2 ) = C None of the above Submit & View Submission >
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