MTH 201 CBT PRACTICE

1. The advantage of Newton’s method over the Bisection method is:

2. Newton’s method may fail if:

3.

4. A function is continuous at a point if:

5. Simpson’s 1/3 rule is applicable when:

6. A definite integral represents:

7. Numerical integration is used to:

8. A transcendental function is one that

9. Differentiability implies:

10. A function is said to be continuous if:

11. The Bisection method requires that the function:

12. In the Trapezoidal Rule, the formula includes:

13. Quadrature methods for numerical integration require:

14. Simpson’s rules are based on:

15. The Trapezoidal Rule approximates the area under a curve by:

16. An integral is best interpreted as:

17. The derivative of a constant function is:

18. The main limitation of the Trapezoidal Rule is:

19. An inflection point of a curve occurs when:

20. A function f(x) has a maximum when:

21. For $f(x)=\ln (x)$, the derivative f′(x)f'(x)f′(x) is:

22. The Simpson's 3/8 Rule differs from the 1/3 Rule by:

23. Newton-Cotes quadrature methods are used to approximate:

24. The second derivative of a function determines:

25. Newton’s method is generally used when:

26. A first-order differential equation is characterized by:

27. Partial differentiation deals with functions:

28. Differential calculus focuses on:

29. The integral of a function is commonly used to determine:

30. The primary objective of calculus is to: