2nd Year Math Guess Paper 2026 | EverExams.com
Font:
🎯 Guess Paper 2026

2nd Year Mathematics
Guess Paper 2026

FSc Part 2 · Chapter-wise Important Questions · Prepared by EverExams.com

💟
Chapter 1
Functions & Limits
▼
Exercise 1.1
Q5, Q7, Q8, Q9(v, vi)
Exercise 1.2
Q1, Q2, Q3
Example Important
Example 3 (Page 14)
Exercise 1.3
Q2(iv, vii, viii, ix, x), Q3(i–vi, x–xii), Q4(iii, v, ix, x)
Exercise 1.4
Q2, Q4, Q5(i, ii), Q6
🔰
Chapter 2
Differentiation
▼
Examples Important
Examples 2.5, 2.6 (Pages 66, 79)
Exercise 2.1
Q2, Q3
Exercise 2.3
Q2–Q7, Q12, Q16, Q17 + Examples
Exercise 2.4
Q2(i–iii), Q4, Q5(i–iii)
Exercise 2.5
Q3–Q12
Exercise 2.6
Q1(viii), Q2(iii, v, vii, viii, xi, xiii), Q3 (Complete)
Exercise 2.7
Q1, Q2, Q4, Q6, Q9
📖 Definitions Required

Maclaurin’s Series, Taylor’s Series — learn both definitions and their standard forms.

Exercise 2.8
Q1(iv–vi), Q2
Exercise 2.9
Q4, Q5
Exercise 2.10
Q1–Q4
♻️
Chapter 3
Integration
▼
Exercise 3.1
Q2(i, ii), Q3–Q5
Exercise 3.2
Q1(v, vii, ix, x), Q2(i, ii, x–xii), Q3(xi, xiv)
Exercise 3.3
Q3–Q8, Q12, Q15, Q16, Q21
Exercise 3.4
Q1(ii, vii, xiv), Q2(i–iii, viii), Q4, Q5(vii)
Exercise 3.5
Q4
Exercise 3.6
Q11, Q16, Q18, Q21, Q22, Q26, Q27, Q29
Exercise 3.7
Q3, Q5, Q9, Q11
Exercise 3.8
Q2(i–iii, ix, x, xiii), Q15, Q17
Examples Important
Example 2 (Page 132), Examples 3 & 4 (Page 159)
〽️
Chapter 4
Introduction to Analytic Geometry
▼
Exercise 4.1
Q2, Q3, Q8, Q9, Q13, Q14, Q16, Q17
Exercise 4.2
Q1(i–iii), Q3
Exercise 4.3
Q3(b), Q4–Q6, Q15, Q23–Q30
Exercise 4.4
Q2–Q6
Exercise 4.5
Q2, Q3
Example Important
Example 9 (Page 20)
🚩
Chapter 5
Linear Programming
▼
Exercise 5.1
Q2(i–iv), Q4(i–iii), Q5
Exercise 5.2
Q1(i–iii)
Exercise 5.3
Q1–Q3, Q6
📖 Definitions Required

Feasible Solution, Optimal Solution, Objective Function, Linear Programming, Convex — all five definitions are commonly asked in the short questions section.

🎁
Chapter 6
Conic Section
▼
Exercise 6.1
Q1(c), Q5
Exercise 6.2
Q1–Q3
Exercise 6.5
Q2–Q4
🎀
Chapter 7
Vectors
▼
Exercise 7.1
Q2, Q4, Q5, Q6(ii, iii), Q9, Q12(i, ii), Q14
Exercise 7.2
Q2, Q4, Q7, Q10, Q11
Exercise 7.3
Q1, Q3, Q5, Q9, Q10
Exercise 7.4
Q3, Q7, Q8
Exercise 7.5
Q1, Q3–Q5, Q8, Q12
Examples Important
Examples 1, 3, 7, 8 (Pages 348, 354, 358, 361)
📊 Track Your Preparation
Chapters Completed 0 / 7
🎓 Smart Study Guidelines for Students
1
Prioritise Listed Questions First. Work through each listed exercise question without skipping. These are high-probability questions based on past paper patterns — treat them as must-do, not optional.
2
Master Definitions in Chapters 2 & 5. Definitions of Maclaurin’s Series, Taylor’s Series, Feasible Solution, Optimal Solution, Objective Function, Convex Set, and Linear Programming appear almost every year. Memorise them precisely.
3
Study Book Examples Alongside Exercises. Page-specific examples (such as Page 14 in Ch.1, Pages 66 & 79 in Ch.2) are frequently set as paper questions. Solve them before moving to exercises.
4
Practice Integration Thoroughly (Ch.3 is Extensive). Chapter 3 has the highest number of listed questions across 8 exercises. Allocate at least 30% of your total preparation time to it.
5
Solve In Exam Format. Time yourself while practising. Write full working steps — examiners award method marks. Never skip intermediate steps in calculus or geometry questions.
6
Revise at Least 3 Days Before the Exam. Spend the final days revisiting only the listed questions and definitions. Avoid starting new topics during this revision window.
7
Keep a Formula Sheet. Write all integration formulas, differentiation rules, vector identities, and conic equations on one sheet. Review it daily in the last week.
8
Stay Consistent, Not Intense. Two hours of focused daily practice beats 10-hour cramming sessions the night before. Regular practice builds speed and reduces anxiety on exam day.