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9 (2). Consider the region R shown in the following figure, which involves the curves of equations x? + y? = 16, x? - y = 4. The double integrals that allow us to calculate the area of the region R corresponds to: R LL A+y 16-y A) + drdy 16-y2 16- drdy + 16-y? drdy B) -2 C) dydr + dydr LL- ²-4 dydz + L dydr 16- D) 16-7

9 (2). Consider the region R shown in the following figure, which involves the curves of equations x? + y? = 16, x? - y = 4. The double integrals that allow us to calculate the area of the region R corresponds to: R LL A+y 16-y A) + drdy 16-y2 16- drdy + 16-y? drdy B) -2 C) dydr + dydr LL- ²-4 dydz + L dydr 16- D) 16-7

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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9 (2). Consider the region R shown in the following figure, which involves the curves of equations x² + y? = 16, x² - y = 4. The double integrals that allow us to calculate the area of the region R corresponds to: R drdy + 16-y2 16-y2 drdy A) drdy + 16-y? drdy B) A+y 2-4 C) 16-r 16-7 LL- 2²-4 dydr + dydr 16-r D) 16-z
Transcribed Image Text:9 (2). Consider the region R shown in the following figure, which involves the curves of equations x² + y? = 16, x² - y = 4. The double integrals that allow us to calculate the area of the region R corresponds to: R drdy + 16-y2 16-y2 drdy A) drdy + 16-y? drdy B) A+y 2-4 C) 16-r 16-7 LL- 2²-4 dydr + dydr 16-r D) 16-z
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