Make the Nonexact differential equation ry dx +(3y² + 2x² – 20) dy = 0 to an exact differential equation. (Hint: Use Integrating factor) O ry³ dx + (3y³ + 2x²y – 20y²) dy = 0 ry² dx + (3yº + 2xy³ – 20y) dy = 0 O ryš dx + (3yª + 2x²y² – 20y) dy = 0 O ryt dx + (3y³ + 2x²y³ – 20y³) dy = 0

Calculus: Early Transcendentals
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ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
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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Make the Nonexact differential equation xy dx +(3y² + 2x² – 20) dy = 0 to an exact differential equation. (Hint: Use Integrating factor)
xy³ dx + (3y³ + 2x²y – 20y²) dy = 0
xy? dx + (3y% + 2xy – 20y) dy = 0
ryš dx + (3yª + 2x²y² – 20y) dy = 0
)xyt dx + (3y³ + 2x²y³ – 20y³) dy = 0
Transcribed Image Text:Make the Nonexact differential equation xy dx +(3y² + 2x² – 20) dy = 0 to an exact differential equation. (Hint: Use Integrating factor) xy³ dx + (3y³ + 2x²y – 20y²) dy = 0 xy? dx + (3y% + 2xy – 20y) dy = 0 ryš dx + (3yª + 2x²y² – 20y) dy = 0 )xyt dx + (3y³ + 2x²y³ – 20y³) dy = 0
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