MTH101 Final Term Past Paper Unsolved

UNSOLVED FINAL TERM PAST PAPER OF MTH101

Aug 28, 2019

One is to find the arc length One question is definite integral and integration by substitution method One is Taylor series Jo last five chapters they us mein se zyada mcqs aye thay so unhon ne question type e mcqs diye thay

Feb 22, 2018 Last 6 lecture achy sy parh lyna... 5 marks k questions a rhy ha Total question are 52 Convergence and divergence test, (imp) * Series and sequence, (imp) * Limit, Newton’s method, integration (imp) * Derivatives (imp) * 40mcqs,

Aug 20, 2016

Q1. Q2=f (t) =2t-1 find out the increasing and decreasing point

Q3. = evaluate the sum

Q4. = evaluate it

Q5. =series 1+4+9+…….100 written this series in sigma notation

Q6. = evaluate the limit.

Q7. = evaluate the improper integral.

Q8. = evaluate improper integral

Q9. = make the 4 subinterval of this and find x*k which is as left end point (is Ki statement sahe sy yad ni ha tha aysay he kuch)

Q10. = evaluate the integral

Feb 24, 2013 Mera papr ziada 40 to 43 lec se mcqs thay. 1 question slope ka tha (5) 1 question volume ka tha (5) 1 was from integration (5) 1 question from chan rule (2) marks

May 20, 2012

Q1. Find the point of discontinuing of the given function: f (x) = 3x + 1 X2-7x+12? 2 Marks

Q2. Find dx at (-5, 6) if x2 + y2 =0 2 Marks

Q3. Determine whether lim x−>0 1 – cos |x| exists or not? 3 Marks

Q4. if f '(t) = 2t then find the intervals on which the function f (t) increasing and decreasing? 3 M

Q5. Use an epsilon-delta argument to prove that lim x−>0 (3x + 5) = 35? 5 Marks

Q6. if f(x) = x -5x+6 then find the intervals where the function is concave up and concave down? 5 Marks

Feb 4, 2012

Q41. Find a definite integral indicating the area bounded by the curves y = x – 7 and 2 y = x between x = 0 and x =1. But do not evaluate the integral. (2 marks)

Q42. Evaluate the improper integral (2 marks)

Q43. Only write down the McLaurin series for Cos(x) (2 marks)

Q44. Evaluate (2 marks)

45. Show that lim 0 k for the following alternating series

Q46. Evaluate the integral: (3 marks)

Q47. Find the work done by the force 400x if an object moves in the positive direction over the interval [0.15, 0.18]? (3 marks)

Q48. Find equation of the line having slope 3 and passing through the origin. (3 marks)

49. Evaluate the integral:

by using a proper substitution.5 marks

Q50. Evaluate the improper integral (5 marks)

Q51. Show that Is divergent for the following alternating series. (5 marks)

Q52. Find the instantaneous rate of change of f (x) = x +1 at x (5 marks)

Jul 21, 2011 40 marks objective 4 q of mark 5 4 of 3 mark 4 of 2 mark slop find 5 marks n!/1o^n tell the converge of diverge 5 mark find the area 5 mark find surface 3 mark evaluate integral 3 marks find the region 5 marks find the improper integral 3 marks differentiate the equation 3 marks

Feb 18, 2011 40 mcqs 12 long and short questions 2 questions were from simple derivation 3 questions were for finding volume 1 question were for l hospitals rule. And remaining all questions were from integration

Feb 23, 2011 * Find integration by substitution: integration (1+square root(x)) 3/under root (x) (5) * find d2y/dx2 of xy=x+y (5)

* one is about finding volume around y-axis (5) * solve inequality (2) * integration 0 to 4 of 2x (2) * integration 0 to 2pi of sin x (3)