Engineering Mathematics Exam Prep

Engineering Mathematics Practice Test 50

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The MCQ: *A piecewise continuous function is a function that have breaks of* PDF, "Existence And Uniqueness Of Laplace Transforms" App Android & iOS (Free) with finite number, infinite number, complex number, and real number choices for engineering graduate colleges. Practice laplace transforms questions and answers, Google eBook to download free sample for online engineering colleges.

**MCQ**: A piecewise continuous function is a function that have breaks of

A) infinite number

B) finite number

C) complex number

D) real number

b

**MCQ**: ∂^{2}x/∂t^{2}=0 is

A) ordinary differential equation

B) partial differential equation

C) temporary differential equation

D) integration

a

**MCQ**: Laplace transform of f(t)=0.5e^{-4.5t}sin2πt is

A) π/((s+4.5)^{2}+4π^{2})

B) s/((s+4.5)^{2}+4π^{2})

C) π/((s+4.5)^{2}-4π^{2})

D) s/((s+4.5)^{2}-4π^{2})

a

**MCQ**: L(f^{n})=

A) s^{n}L(f)-s^{n-1}f(0)-s^{n-2}f'(0)-....f^{n-1}(0)

B) s^{n}L(f)+s^{n-1}f(0)-s^{n-2}f'(0)-....f^{n-1}(0)

C) s^{n}L(f)+s^{n-1}f(0)-s^{n+2}f'(0)-....f^{n-1}(0)

D) s^{n}L(f)+s^{n-1}f(0)-s^{n+2}f'(0)-....f^{n+1}(0)

a

**MCQ**: Laplace transform of function f(t)=(a-bt)^{2} is

A) a^{2}+2b^{2}-2ab

B) a^{2}/s+2b^{2}/s-2ab/s

C) a^{2}/s+2b^{2}/s^{2}-2ab/s

D) a^{2}/s+2b^{2}/s^{3}-2ab/s

d

Transforms Of Derivatives And Integrals MCQ

Boyle Mariette Law MCQ

DE Tools MCQ

Laplace Transform Of Hyperbolic Functions MCQ

Basic Concepts MCQ

Inverse Laplace Transform Examples MCQ

Application Of S-shifting MCQ

DE Classifications by Order MCQ

Initial Value Problems By Laplace Transform MCQ

Ordinary Derivatives Notations MCQ

Initial Value Problem MCQ

Elementary Function MCQ

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