Find Laplace Transform using Second Shifting Property | 7 Practice Problems | Exam Review | Method 5

In this video we study the Second Shifting Property (SSP) given by ℒ{f(t−a)U(t−a)} = e⁻ᵃˢF(s) or the alternate version ℒ{f(t)U(t−a)} = e⁻ᵃˢℒ{f(t+a)}. Problems lineup ------------------------------------ 00:00 Intro 03:10 Pb a: ℒ{(t−2)U(t−2)} 04:25 Pb b: ℒ{3(t+1)²U(t+1)} 06:36 Pb c: ℒ{sin(t+2)U(t+2)} 07:45 Problem d 12:19 Problem e 18:28 Problem f 23:54 Problem g 26:59 Practice Problems: Related videos ---------------------------------- (1) Laplace transforms using the Definition    • Finding Laplace Transforms using the Defin...   (2) Laplace transforms using Tables    • Find Laplace Transforms using Tables | 15 ...   (3) Laplace transforms using First Shifting Property (FSP)    • Find Laplace Transforms using First Shifti...   (4) Laplace transforms using complex numbers    • Find Laplace Transforms using Complex Numb...   (5) Laplace transforms using Second Shifting Property (SSP)    • Find Laplace Transform using Second Shifti...   (6) Laplace transforms using Switches    / .  . (7) Laplace transforms using Trig Identities    / .  . (8) Laplace transforms using Convolution Property    • Find Laplace Transform using Convolution P...   (9) Laplace transforms using Derivative Property (DP)    / .  . (10) Laplace transforms using Integration Property (IP)    / .  . (*) Special Partial Fractions for Laplace Transforms    • Special Partial Fractions Tricks for Lapla...   Thank you for watching! #differential_equations #exam_review #laplace_transforms