For numbers10 to 15, Elimination of Arbitrary Constants. whose solutions correspond to the following equation. 10. 3x2 – xy? = c

Calculus: Early Transcendentals
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Author:James Stewart
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Chapter1: Functions And Models
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10:17 PM O N
ll
51
D.E. (1-4)
10I EDUCATIONALTUKIUNENUN n alnu IS NOT I
OR SALE NOKTO R KEI RODUCTIUN.
12
For numbers10 to 15, Elimination of Arbitrary Constants: Find the differential equation
whose solutions correspond to the following equation.
10. 3x? – xy? = c
13. (x – r)² + y² = r²
%3D
11. y = Ø cos(x + 0)
14. Ах3 + Вх2 — у4 %3D 0
12. y = c¡e¬× + cze¬2x
15. (x – h)² + y² = r2
This module is a property of Technological University of the Philippines Visayas and intended
for EDUCATIONAL PURPOSES ONLY and is NOT FOR SALE NOR FOR REPRODUCTION.
Transcribed Image Text:10:17 PM O N ll 51 D.E. (1-4) 10I EDUCATIONALTUKIUNENUN n alnu IS NOT I OR SALE NOKTO R KEI RODUCTIUN. 12 For numbers10 to 15, Elimination of Arbitrary Constants: Find the differential equation whose solutions correspond to the following equation. 10. 3x? – xy? = c 13. (x – r)² + y² = r² %3D 11. y = Ø cos(x + 0) 14. Ах3 + Вх2 — у4 %3D 0 12. y = c¡e¬× + cze¬2x 15. (x – h)² + y² = r2 This module is a property of Technological University of the Philippines Visayas and intended for EDUCATIONAL PURPOSES ONLY and is NOT FOR SALE NOR FOR REPRODUCTION.
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