In this article, you will get the answer of Find the Laplace transform of te-t sin2t + \frac{cos2t-cos3t}{t} from Model question paper 1 of Transform Calculus, Fourier Series and Numerical Techniques[M3] or 21MAT31.
1.a) Find the Laplace transform of te-t sin2t + \frac{cos2t-cos3t}{t} .
Answer:
![Find the Laplace transform of te-t sin2t + <span class="wp-katex-eq" data-display="false"> \frac{cos2t-cos3t}{t} </span>. Find the Laplace transform of te-t sin2t + <span class="wp-katex-eq" data-display="false"> \frac{cos2t-cos3t}{t} </span>.](https://i0.wp.com/vtuupdates.com/wp-content/uploads/2022/11/image-37.png?resize=707%2C1024&ssl=1)
![Find the Laplace transform of te-t sin2t + <span class="wp-katex-eq" data-display="false"> \frac{cos2t-cos3t}{t} </span>. Find the Laplace transform of te-t sin2t + <span class="wp-katex-eq" data-display="false"> \frac{cos2t-cos3t}{t} </span>.](https://i0.wp.com/vtuupdates.com/wp-content/uploads/2022/11/image-38.png?resize=715%2C707&ssl=1)