Use the Trapezoidal Rule and Simpson's Rule to Approximate the Value

question 133

Multiple Choice

Use the trapezoidal rule and Simpson's rule to approximate the value of the definite integral.

• A) By trapezoidal rule 1.3829, by Simpson's rule 0.9257
• B) By trapezoidal rule 1.9612, by Simpson's rule 0.9252
• C) By trapezoidal rule 0.4102, by Simpson's rule 0.9248
• D) By trapezoidal rule 0.9286, by Simpson's rule 0.9256
• E) By trapezoidal rule 0.6941, by Simpson's rule 0.6932

---

Definitions:

Method Headings

The part of a method declaration that includes the method's name, return type, and parameters.

Constant Variables

Variables in programming whose values do not change during the execution of a program, often defined with keywords like 'const' or 'final'.

Interface

A programming structure that specifies a set of methods without implementing them, allowing different classes to be interchangeable if they implement the same interface.

Base Interface

A primary interface from which other interfaces can inherit methods and properties, often used in object-oriented programming to ensure a certain level of compatibility or functionality.