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# Existence And Uniqueness Of Laplace Transforms MCQ Questions PDF Download - 50

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## Mathematics: Existence And Uniqueness Of Laplace Transforms MCQ Quiz

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

A) infinite number
B) finite number
C) complex number
D) real number

MCQ: ∂2x/∂t2=0 is

A) ordinary differential equation
B) partial differential equation
C) temporary differential equation
D) integration

MCQ: Laplace transform of f(t)=0.5e-4.5tsin2πt is

A) π/((s+4.5)2+4π2)
B) s/((s+4.5)2+4π2)
C) π/((s+4.5)2-4π2)
D) s/((s+4.5)2-4π2)

MCQ: L(fn)=

A) snL(f)-sn-1f(0)-sn-2f'(0)-....fn-1(0)
B) snL(f)+sn-1f(0)-sn-2f'(0)-....fn-1(0)
C) snL(f)+sn-1f(0)-sn+2f'(0)-....fn-1(0)
D) snL(f)+sn-1f(0)-sn+2f'(0)-....fn+1(0)

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

A) a2+2b2-2ab
B) a2/s+2b2/s-2ab/s
C) a2/s+2b2/s2-2ab/s
D) a2/s+2b2/s3-2ab/s

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