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Column B a. y = x² + 4(x In x – 1) + c b. x2 – 3xy + y² = c c. 2x + y In? x = cy Column A (x³ + 3xy²)dx + (y³ + 3x²y)dy = 0 x(xdy – ydx) = y² In x dx dy dx =y- xy'e-2x dy x- (x + 2)? = y (2x – 3y)dx + (2y – 3x)dy = 0 (x + y – 1)dx + (2x + 2y + 3)dy = 0 %3D d. x+2y – 5 In(x +y+ 4) = c e. x' +y* + 6x²y² = c f. x sin2 = c g. y- = (x² + c)e¬2* %3D (x - y cot)dx +x cot-dy = 0 (2xy – 3y)dx + (x² – x)dy = 0 h. x* +y² + 2 In xy = c i. xy(x – 3) = c j. y arctan x =c k. arctan = e* +c I. y + xy = cx m. No answer

Column B a. y = x² + 4(x In x – 1) + c b. x2 – 3xy + y² = c c. 2x + y In? x = cy Column A (x³ + 3xy²)dx + (y³ + 3x²y)dy = 0 x(xdy – ydx) = y² In x dx dy dx =y- xy'e-2x dy x- (x + 2)? = y (2x – 3y)dx + (2y – 3x)dy = 0 (x + y – 1)dx + (2x + 2y + 3)dy = 0 %3D d. x+2y – 5 In(x +y+ 4) = c e. x' +y* + 6x²y² = c f. x sin2 = c g. y- = (x² + c)e¬2* %3D (x - y cot)dx +x cot-dy = 0 (2xy – 3y)dx + (x² – x)dy = 0 h. x* +y² + 2 In xy = c i. xy(x – 3) = c j. y arctan x =c k. arctan = e* +c I. y + xy = cx m. No answer

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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match the column A to column B with its corresponding correct answer 

Column A Column B (x³ + 3xy²)dx + (y³ + 3x²y)dy = 0 x(xdy – ydx) = y² In x dx dy dx =y– xy³e-2x dy x- (x + 2)² = y (2x – 3y)dx + (2y – 3x)dy = 0 (x + y – 1)dx + (2x + 2y + 3)dy = 0 a. y = x² + 4(x In x – 1) + c b. x² – 3xy + y² = c c. 2x + y In² x = cy %3D d. x+ 2y – 5 In(x +y + 4) = c e. x* + y* + 6x²y² = c f. x sin2 = c g. y-² = (x² + c)e¬2x %3D (x - y cot)dx +x cot-dy = 0 (2xy – 3y)dx + (x² – x)dy = 0 h. x² +y² + 2 In xy = c i. ху(х — 3) %3D с j. y arctan x =c k. arctan = e* + c . y* + xy = cx m. No answer
Transcribed Image Text:Column A Column B (x³ + 3xy²)dx + (y³ + 3x²y)dy = 0 x(xdy – ydx) = y² In x dx dy dx =y– xy³e-2x dy x- (x + 2)² = y (2x – 3y)dx + (2y – 3x)dy = 0 (x + y – 1)dx + (2x + 2y + 3)dy = 0 a. y = x² + 4(x In x – 1) + c b. x² – 3xy + y² = c c. 2x + y In² x = cy %3D d. x+ 2y – 5 In(x +y + 4) = c e. x* + y* + 6x²y² = c f. x sin2 = c g. y-² = (x² + c)e¬2x %3D (x - y cot)dx +x cot-dy = 0 (2xy – 3y)dx + (x² – x)dy = 0 h. x² +y² + 2 In xy = c i. ху(х — 3) %3D с j. y arctan x =c k. arctan = e* + c . y* + xy = cx m. No answer
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