Q1. Answer the following MCQ questions: 1. True error is defined as: - Present Approximation- Previous Approximation -True Value - Approximate Value -Abs (True Value - Approximate Value) -Abs (Present Approximation- Previous Approximation) 2. Which of the following statements applies to the bisection method used for finding roots of functions? -Converges within a few iterations -Guaranteed to work for all continuous functions -Is faster than the other finding root method 3. The Elimination process in Gauss Elimination method is also known as -Forward Elimination - Gaussian Elimination - Row Reduction -All of the above 4. The solution nature of the following system of equations, using Gauss Elimination method can be described as: x+ y+z=0 -x-y+3z 3 -x-y-z= 2 -Unique Solution -No Solution -Infinitely Many Solutions -Finite Solutions

Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
Section: Chapter Questions
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Q1. Answer the following MCQ questions:
1. True error is defined as:
- Present Approximation- Previous Approximation
-True Value - Approximate Value
-Abs (True Value - Approximate Value)
-Abs (Present Approximation- Previous Approximation)
2. Which of the following statements applies to the bisection
method used for finding roots of functions?
-Converges within a few iterations
-Guaranteed to work for all continuous functions
-Is faster than the other finding root method
3. The Elimination process in Gauss Elimination method is
also known as,
-Forward Elimination
- Gaussian Elimination
- Row Reduction
-All of the above
4. The solution nature of the following system of
equations, using Gauss Elimination method can be
described as:
x+ y+z 0
-x-y+3z 3
-x- y-z 2
-Unique Solution
-No Solution
-Infinitely Many Solutions
-Finite Solutions
Transcribed Image Text:Q1. Answer the following MCQ questions: 1. True error is defined as: - Present Approximation- Previous Approximation -True Value - Approximate Value -Abs (True Value - Approximate Value) -Abs (Present Approximation- Previous Approximation) 2. Which of the following statements applies to the bisection method used for finding roots of functions? -Converges within a few iterations -Guaranteed to work for all continuous functions -Is faster than the other finding root method 3. The Elimination process in Gauss Elimination method is also known as, -Forward Elimination - Gaussian Elimination - Row Reduction -All of the above 4. The solution nature of the following system of equations, using Gauss Elimination method can be described as: x+ y+z 0 -x-y+3z 3 -x- y-z 2 -Unique Solution -No Solution -Infinitely Many Solutions -Finite Solutions
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