Home
SELF STUDY
BrowsePracticeTestsPlaylistDoubts & solutionsFree live classesOther courses

Crash Course

Quick practice

Question 1 of 5

The O.D.E  \frac{\mathrm{d y}}{\mathrm{d x}}=-\pi \mathrm{y} subject to an initial condition y(0) = 1 if solved numerically using \frac{\mathrm{y(t n+1)-y(t n})}{\mathrm{n}}=-\pi \mathrm{y(t n)} where h is time step size tn = nh and n = 0, 1, 2, 3...

The numerical scheme is stable for all values of h in the interval _______.

A

0 < h < 2/π

B

0 < h < 1

C

0 < h < / 2   

D

for all h>0

Get unlimited practice with GATE & ESE - EE, EC subscription

pick

Boost your performance with adaptive practice tests

pick

Practice every concept in the syllabus

pick

Compare your speed and accuracy with your peers

pick

Download the app and practice on the go