MTH101 Current Final Term Papers 2018 To 2020 2020 Paper 1 Today my mth101 paper 1 Q find slope 1Q find work done 2 Q Integration by substitution 1 Q sigma notation Wala tha 1 Q use cylindrical shell find volume 1Q use cylindrical shell find area 1 Q discuss difference between [-1,0](1,0]. Is mn ik graph bna howa thaa McQ mostly convergent or divergent waly thy LEC 44 mn sy 3 McQ thy Or 1 McQ Maclaurin mn sy tha Is k ilawa integration mn sy bi thy mcq Paper 2 Mth101 current papers mth101 definte intgral L hoptl rule intigration newtons methd in topic me se sbjctve tha sra r mcqs mostly past se thy 2........ MTH101 k paper main ziada mcqs lectures 38 to 45 sy tay and 2 short question convergence and divergence and one question 3marks ka Find first two terms of taylor series for f(x)=lnx at x=3 and one question lecture 23 sy aya ta Important formula Paper 3 MTH101 current paper | 16-09-2020 | 05:00 PM LONG Volume By cross section perpendicular to x-axis find krna tha? Area find krna tha? Radius find krna tha? Newton's method ka eak question tha? SHORT Limit evaluate krni thi? Force given thi 10N, lenght 8.8 or natural lenght 6.8 given thi, constant k find krna tha lec # 38 m practice question hai ye? L'Hopital rule ki lec wali example thi sin2x/x? f(x) given tha f square root t find krna tha? Antiderivative likhna tha? if f(x) = cotx+1, find f (pi/4)? Remember me in your prayers Good Luck Paper 4 1. Find a definite integral indicating the arc length of the curve y=3x2 from x=1 to x=3 (2marks) 2. Express the definite integral as limit of Riemann Sum. But don’t evaluate further. (2marks) 3. Differentiate the following f(x)= (2 marks) 4. Find a definite integral indicating the area is enclosed by the curves y=x2-2x+1 and y=2x-2 (3marks) 5. Evaluate the indefinite integral by substitution method. (3marks) 6. Limit comparison test. & (5 marks) 7. Find critical points and extreme of f(x)=x2-3x+2 (3 marks) 8. Finding length related 10. If ∑uk is a series with positive terms and then write the 3 cases for the series to be convergent, divergent or none. (5 marks) I can’t remember two questions. :( Paper 5 Today my mth101 paper 1 Q find slope 1Q find work done 2 Q Integration by substitution 1 Q sigma notation Wala tha 1 Q use cylindrical shell find volume 1Q use cylindrical shell find area 1 Q discuss difference between [-1,0](1,0]. Is mn ik graph bna howa thaa McQ mostly convergent or divergent waly thy LEC 44 mn sy 3 McQ thy Or 1 McQ Maclaurin mn sy tha Is k ilawa integration mn sy bi thy mcq
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