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MTH603 Current Final Term Papers Spring 2014 & Past Final Term Papers at One Place from 22 August to 02 September 2014

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Replies to This Discussion

mcqs was mostly from forward backward interpolating and runge kutta and lagrange 1/3 simpson and trapezoidal rule
2 marks question : adam moultan predictor corrector formula
2 marks question : milne predictor corrector formula
3 marks question : formula of k3 of runge kutta 
3 marks question : 1/3 simpson question
3 marks : trapezoidal rule question
5 marks : euler related
5 marks: trapezoidal
5 marks: milne predictor corrector formula question in the handouts on page 211(find f(0.4) from ordinary differencial equation )

math603     28-08-2014     time: 11:00

MCQS

Few from Moaaz file but mostly was like subjective type

one one from starting topics bisection, sidel method etc. simpsons, Kuta method's 2nd order 4rth order Kth values, 2nd 3rd term Differentiations

Subjective

3 question of 1/3 simpson method 2, 3, 5marks

1 question of 3/8 simpson method 5marks

1 question of Adams P-C method 5marks

2 of diferentiation 3, 2 marks

1 of trapezoidel rule 5marks

taylor series formula 2marks

1 of power method 3marks

kiran ap isk interval k through iski value lo na vo 3 to 5 hy na ap 3 4 5 ly lo aur phr sin3+cos3 lo gi tu apk pas 1.0509 a jae ga isi trhan sin4 cos 4 ly aur sin 5 cos 5 bcz apk pas x ki value interval ki form mein 3 4 5 jo hy

my today final paper of MTH603

mostly MCQs from past papers

    1:  by using the Newton Raphson method up to one iteration

(Note: Accuracy up to four decimal places is required)

Q2: Find y by Euler’s method when x=1, dy/dx=1/x+y, y(0)=1, h=1

Q 3:formula for finding the value of k1 in the fourth order R-K Method

Q4:Q6. If f(2)=-2.6146 and f(3)=4.7610, then find the first approximation using the Regula-Falsi method? 

Q5:Find F(h), using Richardson’s extrapolation limit, while finding

Q6:

Write a formula for Simpson’s 1/3 rule……2marks

 then find next two derivation in term of t and/or y.2marks

Q8:find the y4 by Adam–moulton’s predictor formula

 

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