Numerical Methods

Match the LIST-I with LIST-II:

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Choose the correct answer from the options given below:

Step 1: Understand the methods in LIST-I.
- **Gauss Seidel method** is a technique used for solving **Linear Algebraic Equations**. - **Forward Newton method** is used for **Interpolation**. - **Runge Kutta method** is a **Numerical Integration** technique. - **Trapezoidal rule** is another method for **Numerical Integration**.

Step 2: Match the methods from LIST-I with their respective categories in LIST-II.
- A. Gauss Seidel method corresponds to **IV. Linear algebraic equations**. - B. Forward Newton method corresponds to **I. Interpolation**. - C. Runge Kutta method corresponds to **II. Non-linear Differential equation**. - D. Trapezoidal rule corresponds to **III. Numerical Integration**.

Final Answer: $%5Cboxed%7B%5Ctext%7B(C)%20A%20-%20III%2C%20B%20-%20I%2C%20C%20-%20II%2C%20D%20-%20I%7D%7D$

High-Yield Trend

Chapter Questions
1 MCQs

Official Solution

Numerical Methods

High-Yield Trend

Chapter Questions 1 MCQs

Official Solution

Chapter Questions
1 MCQs