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8. ·Sof Jo 6 3 9. 10. Сn (π/2 0 Jy/2 √y 10 Jy/2 sin² x cos2 y dy dx (x + y) dx dy x²y² dx dy

8. ·Sof Jo 6 3 9. 10. Сn (π/2 0 Jy/2 √y 10 Jy/2 sin² x cos2 y dy dx (x + y) dx dy x²y² dx dy

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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I was wondering if you can help me on problems 8 and problem 10.
13. square. Evaluate the iterated integral and compare it with the approximation. 3. Sfax + (x + y) dy dx 5. ff.²(x₂² [²fa²+: y²) dy dx 5. Evaluating a Double Integral In Exercises 7-12, sketch the region R and evaluate the iterated integral SRS f(x,y) dA. 4x + 8y) dy dx 7. 8. 9. 10. 11. 12. Do 1 f.₂² [1² LL (1 (π (π/2 ·S.S, 1 sin² x cos2 y dy dx (x + y) dx dy x²y² dx dy √√9-x² 4. • ff* x³y dy dx SS 6. ex+y dx dy + (x + y) dy dx 0Q0E SS. JO 1 (x + 1)(y + 1) dy dx olidomotus na 001 1sdmon shi (bns Todel to ajinu to ainu to 19dmun sdi al odi stamite Istiqas to odw level noiloubong shows 025 bms 005 noswiad zemey popwi ex+y dx dy balss Evaluating a Double Integral In Exercises 13-20, se- integrals for both orders of integration. Use the more conver order to evaluate the integral over the plane region R. 095 malogmov [[xy dA
Transcribed Image Text:13. square. Evaluate the iterated integral and compare it with the approximation. 3. Sfax + (x + y) dy dx 5. ff.²(x₂² [²fa²+: y²) dy dx 5. Evaluating a Double Integral In Exercises 7-12, sketch the region R and evaluate the iterated integral SRS f(x,y) dA. 4x + 8y) dy dx 7. 8. 9. 10. 11. 12. Do 1 f.₂² [1² LL (1 (π (π/2 ·S.S, 1 sin² x cos2 y dy dx (x + y) dx dy x²y² dx dy √√9-x² 4. • ff* x³y dy dx SS 6. ex+y dx dy + (x + y) dy dx 0Q0E SS. JO 1 (x + 1)(y + 1) dy dx olidomotus na 001 1sdmon shi (bns Todel to ajinu to ainu to 19dmun sdi al odi stamite Istiqas to odw level noiloubong shows 025 bms 005 noswiad zemey popwi ex+y dx dy balss Evaluating a Double Integral In Exercises 13-20, se- integrals for both orders of integration. Use the more conver order to evaluate the integral over the plane region R. 095 malogmov [[xy dA
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