Using the Runge-Kutta method of order 4 find y for given equation
10 b] Using the Runge-Kutta method of order 4, find y at x=0.1, given that ,y(0)=1
10 b] Using the Runge-Kutta method of order 4, find y at x=0.1, given that ,y(0)=1
10 a] Employ Taylors series method to evaluate y(0.2), taking h=0.1 from , with y(0)=1
9 c] Applying Milneโs Predictor-Corrector method for given equation, find y(0.8), from , given that y(0)=2, y(0.2)=2.073, y(0.4)=2.452, y(0.6)=3.023
9 b] By using modified Eulerโs method, find y(0.2), taking h=0.1 from , with y(0)=1
9 a] Use the Taylor series method to find ๐ฆ(0.2) from , with y(0)=1
3 c] Show that is both solenoidal and irrotational.
3 b] if , find ๐ถ๐ข๐๐(๐ถ๐ข๐๐๐นโ).
3 a] Find the angle between the surfaces and at the point (2 ,-1, 2)
8.A] By Newtonโs-Raphson method find the root of ๐ฅ sin ๐ฅ + cos ๐ฅ = 0 which is near to x = ฯ Answer:
8.C] Evaluate using Simpsonโs (3/8)th rule by taking 7 ordinates. Answer: