The Laplace transform of sin t is equal to 1/(s2+1), and it is denoted by L{sint}. Here we will find the Laplace of sint by the definition of Laplace transforms. The formula of the Laplace of sint is given by L{sint} = $\dfrac{1}{s^2+1}$. Laplace transform of sint By definition, the Laplace transform of f(t) is … Read more
The Laplace transform of 2 is equal to 2/s, and it is denoted by L{2}. Lets find the Laplace of 2 by the definition of Laplace transforms. Recall, the Laplace of f(t) by definition is given by the following integral: L{f(t)} = $\int_0^\infty e^{-st} f(t)\,dt$ Laplace of 2 By the above definition, the Laplace of … Read more
Answer: The Laplace transform of t square is equal to 2/s3, that is, L{t2} = 2/s3. In this post, we will learn about the formula of L{t2} along with its proof. Laplace Transform of t2 Formula The Laplace of t square formula is given as follows L{t2} = 2/s3. Laplace Transform of t2 Proof We … Read more