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Antiderivatives and Indefinite Integration. 1. Verify the statement by showing that the derivative of the right side equals the integrand of the left.

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Presentation on theme: "Antiderivatives and Indefinite Integration. 1. Verify the statement by showing that the derivative of the right side equals the integrand of the left."— Presentation transcript:

1 Antiderivatives and Indefinite Integration

2 1. Verify the statement by showing that the derivative of the right side equals the integrand of the left side (Similar to p.291 #1-4)

3 2. Find the general solution of the differential equation and check the result by differentiation (Similar to p.291 #5-8)

4 3. Find the indefinite integral (Similar to p.291 #9-14)

5 4. Find the indefinite integral (Similar to p.291 #9-14)

6 5. Find the indefinite integral (Similar to p.291 #15-44)

7 6. Find the indefinite integral (Similar to p.291 #15-44)

8 7. Find the indefinite integral (Similar to p.291 #15-44)

9 8. Find the indefinite integral (Similar to p.291 #15-44)

10 9. Find the indefinite integral (Similar to p.291 #15-44)

11 10. Find the indefinite integral (Similar to p.291 #15-44)

12 11. Find the indefinite integral (Similar to p.291 #15-44)

13 12. Find the indefinite integral (Similar to p.291 #15-44)

14 13. Find the indefinite integral (Similar to p.291 #15-44)

15 14. Solve the differential equation (Similar to p.292 #63-72)

16 15. Solve the differential equation (Similar to p.292 #63-72)


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