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An expression that allows to calculate: 3ry |dr + + 5xy ) dy 4 3 Corresponds to: A) » LL- B) (-r²y+ 5y – 3y°r)dydz C) (-r²y+ 5y – 3y°r)dydx D) - L -ry+ 5y – 3y°r)dydr

An expression that allows to calculate: 3ry |dr + + 5xy ) dy 4 3 Corresponds to: A) » LL- B) (-r²y+ 5y – 3y°r)dydz C) (-r²y+ 5y – 3y°r)dydx D) - L -ry+ 5y – 3y°r)dydr

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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12) Answer the question shown in the image 

An expression that allows to calculate: 3xy4 y + 4 dx + 3 + 5xy ) dy Corresponds to: z2 A) IT (-2²y+ 5y – 3y°r)dydx B) (-2²y+ 5y – 3y³x)dydr -2 J-VI C) (-x²y+ 5y – 3y°r)dydx D) - -°y + 5y – 3y°r)dydr
Transcribed Image Text:An expression that allows to calculate: 3xy4 y + 4 dx + 3 + 5xy ) dy Corresponds to: z2 A) IT (-2²y+ 5y – 3y°r)dydx B) (-2²y+ 5y – 3y³x)dydr -2 J-VI C) (-x²y+ 5y – 3y°r)dydx D) - -°y + 5y – 3y°r)dydr
12) Consider the oriented curve C given by C = C1 u C2 u C3. C3: y = x" C1 C2: –y² = æ
Transcribed Image Text:12) Consider the oriented curve C given by C = C1 u C2 u C3. C3: y = x" C1 C2: –y² = æ
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