FDP101X October 2018 DAY 2: ACTIVITY 2 DAY 2: ACTIVITY 2 PEER ASSESSMENT ACTIVITY BY DR. SACHIN H. DHANANI RC1092 K.I.T.’S COLLEGE OF ENGINEERING
Introduction To Ordinary Differential Equations by Dr. Sanjeev Kumar View the the following link and answer the Reflection Spot Questions and perform the Learn By Activity (LBD) https://www.youtube.com/watch?v=Pq1Wb4sNSds&feature=youtu.be
Reflection Spot Why we need the numerical method to solve ordinary method to solve ordinary differential equation.
Learning by Doing Activities LBD1: LBD2 : The signature of the O.D.E The required solution of y’ + Py = Qy^n , n ≠ 1 sec^2 x tan y dx + sec^2 y tan x dy = 0 is, 1. Bernoulli’s 1. tanx tany=k equations 2. tanx+tany=k 2. Gaussian equations 3. Tanx-tany=k 3. Bessel’s equations 3. Bessel’s equations 4. tanx/tany=k 4. tanx/tany=k 4. Legendre‟s equations Constructive Feedback : Constructive Feedback : Ans. a) tanx.tany=k Ans. a) Bernoulli‟s equations The above example is of the type variable separable. Hence the By Definition Solution.
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