Sign up now
to enroll in courses, follow best educators, interact with the community and track your progress.
Laplace Transform - 1 (in Hindi)
4,009 plays


Shrenik Jain is teaching live on Unacademy Plus

Shrenik Jain
Use referral code : SHRENIKJAIN to get 10% discount on Unacademy plus. YouTuber (channel: Shrenik Jain) , GATE qualified , E&TC Engineer ,

Unacademy user
Really Nice way of explanation
  1. 120.8k 4.8 views Shrenik Jain Educator since September 2017 YouTuber Top unacademy educator 2017, Teaching experience 3 years+ E&TC Engineer, 8.1k 26 56 Followers Following Courses Follow

  2. Engineering Mathematics by Shrenik Jain for GATE (General Aptitude) 17 1 Courses Educators Save List HINDI Linear Algebra (Hindi) All About Linear Algebra: GATE 4.6 (54 ratings) & Shrenik Jain HINDI Calculus (Hindi) Calculus: Indefinite and Definite Integrals 4.8 (48 ratings) Shrenik Jain HINDI Calculus (Hindi) Calculus: Limits and Continuity 49(45 ratings)

  3. unacademy Two dice are thrown. What is the probability that is the sum of the numbers on the two dice is eight? ASnutosn Gaurav. ivie Jyotiranjan Sahoo: Me Jyotiranjan Sahoo: Pata tha Alka Sinha: Yes sir Kesav Kumar: a Alka Sinha: 5/36 Satyam Kumar: a Krati Chaursia: a Jyotiranjan Sahoo: A IME: GATE-2002] (a)5/36 (b) 5/18 (c) 14 You can only comment during a live class.

  4. Course Name - *Simplifying Concepts of Probability for GATE 2019* Link /simplifying-concepts-of-probability-for-gate -2019/SC4TCALP Enrolment start time 12 Noon on 29th September 2018 Enrolment close time 1:30 PM on 29th September 2018 No. of Seats 1000 *Registrations* open at 12 Noon, 29th September for a few minutes. Live Class-*1st October 2018, 10:30 AM to 11:30 AM* Plus Simplifying Concepts of Probability for GATE 2019 Shrenik Jain Applications closed on Sept 29 7unacademy

  5. LAPLACE TRANSFORNM Signals CONTINUOUS TIME x(t) Laplace Transform x[n LT is used in elving ditterental equaton aih boundany condsns No need to find general solution becaure of L.

  6. L.T IL-T e Xltdt -00 NOTE 2

  7. LT of Signals U f(t)- a ; t>o - St - St e- e

  8. f(t): eat , tz o, at t odlt a-s sa a-s s- a Similarly - at

  9. SAVE TIME by remembevnq STANDARD RESuLTS: f(t) FCS) at s-a ,S>-a S+ a