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Numerical Integration - Finite Element Method MCQ Questions

Numerical Integration MCQs : Here you will find MCQ Questions related to "Numerical Integration" in Finite Element Method. These Numerical Integration MCQ Questions Will help you to improve your Finite Element Method knowledge and will prepare you for various Examinations like Competitive Exams, Placements, Interviews and other Entrance Exmaniations




Question 1

Numerical integration methods can generally be described as combining evaluations of the integrand to get an approximation to the integral. The integrand is evaluated at a finite set of points called?

A. quadrature point
B. composite point
C. midpoint
D. integration point

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Question 2

Numerical integration comprises a broad family of algorithms for calculating the numerical value of a?

A. definite integral
B. indefinite integral
C. simple integral
D. compond integral

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Question 3

The term "numerical integration" first appears in ?

A. 1910
B. 1915
C. 1920
D. 1925

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Question 4

______________ is a historical mathematical term that means calculating area

A. alpha
B. beta
C. quadrature
D. octature

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Question 5

The interpolating function may be a straight line (an affine function, i.e. a polynomial of degree 1) passing through the points. This is called the trapezoidal rule.

A. TRUE
B. FALSE
C. Can be true or false
D. Can not say

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Question 6

Bayesian Quadrature is a statistical approach to the numerical problem of computing integrals and falls under the field of probabilistic numerics.

A. TRUE
B. FALSE
C. Can be true or false
D. Can not say

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Question 7

The stresses in the quadratic element are not ______

A. Linear
B. Uniform
C. Constant
D. Undefined

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Question 8

For quadrilateral with 2X2 integration gives _____ sets of stress values.

A. 1
B. 2
C. 3
D. 4

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Question 9

For degenerate four noded quadrilateral element the errors are _____

A. Constant
B. Uniform
C. Higher
D. Lesser

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Question 10

Gauss points are also the points used for numerical evaluation of _____

A. Sureface
B. e^k
C. Elements
D. Planes

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