MTH621 Final Term Current Papers Spring 2020

MTH621 VU Current Final Term Papers Spring 2020

Mth 621 paper Practise queation ma sa 80% aya : 3nu quizes ma sa sary mcqs ay Objective bi 30 aur subjective bi 30 k tha total 60 marks k paper tha Subjective total chap3 aur chap 4 ma say tha Subjective almost practise question ma sa tha Mcqs 80% quizes ma sa thay G therorem bi aik 2 to zehn ma ni a rhy 621 theorem on bounded set theorem on reman integral mean value theirem limit chain rule integaration 621 k saare mcq old quizes m se aye #Mth621 Mcqs were based on concepts and 6,7 was from mcqs file of quizz. 1-Define Removeavle continuity? 2 marks 2-Deifine chain rule for composition of functions? 2 marks 3-Define Second mean theorem of Integration? 4Find uniform continuity of 2x? 5A theorem was from Monotonic Function? 5 marks 6-evaluate lim->0 ln sinx/ln x?? 7and Rest two was from the last 5th chp of about integration on closed interval. Mcqs zyada quiz mai sy thy evaluate lim->0 ln sinx/ln x?? Find uniform continuity of 2x? generalized mean value theorem Refinement of partition

MTH621 Current paper (10-09-2020)

Long questions;-

If f is continuous on the closed interval [a, b] and di_erentiable on the open interval (a, b), then f

(c) = f(b) − f(a) b – a

2. If f is integrable on [a, b] and a ≤ a1 < b1 ≤ b, then f is integrable on [a1, b1].
3. Discuss the continuity of f(x) =

x, 0 ≤ x < ∞.

Short questions;-

define

1. comparison test
2. lower integral
3. piecewise continuous function
4. monotonic function

MTH621 final Term Papers 27-02-2019 Prove that if f is continuous on a finite close interval [a,b] then f is bounded on [a,b]. Give an example of a function which is not defined at a certain point but has got the limit at that point. Give statement of change of variable theorem. Show that if f is lipschitz continuous at x= then f is uniformly continuous at x= Find the open cover for the set Define a continuously differentiable function. Give statement of second Mean value theorem for integral Stat completeness property of R. Find Kud to aik b nahi keya ap ka leya lik ka la aya Best of luck