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While solving an Ordinary Differential Equation using the unilateral Laplace Transform, it is possible to solve if there is no function in the right hand side of the equation in standard form and if the initial conditions are zero.

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While solving an Ordinary Differential Equation using the unilateral Laplace Transform, it is possible to solve if there is no function in the right hand side of the equation in standard form and if the initial conditions are zero.

(a) True

(b) False

This question was addressed to me in exam.

My doubt stems from Solution of DE With Constant Coefficients using the Laplace Transform in portion Laplace Transform of Engineering Mathematics

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The correct option is (b) False

Easiest explanation: It is not possible to solve an equation if the input and the initial conditions are zero becase Y(s) becomes zero where Y(s) is the Laplace Transform of y(t) function.

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