1st Year Math Guess Paper

 

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MATHEMATICS IMPORTANT QUESTIONS

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Unit 1

Important Definitions: 1. complex numbers 2. rational numbers 3. irrational numbers

Example #6 (Page#10),

Ex #1.1 Q.1 (ii, iii. iv)  Q.4(i,ii)  Q.5,   Q.6(i)
Ex #1.2 Q.4(i, ii, iii) Q.5(ii,iii)  Q.11,   Q.14(ii, iii)   Q.5(ii) Q.16(i, ii)

Ex# 1.3: Q.2(ii, iii, iv),   Q.4,   Q.5 (i, ii, iii), Q.6(i, ii)
Theorms: (iii, iv) (page#21)

-> Also learn associative laws of addition and multiplicatioin

Unit 2

Important Definitions: equal and equivalent sets, Singleton set, null set, finite and infinite sets

Exercise 2.1 Q.2(i, v, vi,ix,xii,xvi),

Ex # 2.2 Q.4(ii,vii),Q.5(iii.iv)
De Morgan’s Laws,
Ex #2.3 (Q# 9[i], [iv]),
Example #4 (page#53),
Ex # 2.4 (Q#5),
Ex # 2.5 (Q#4),
Example #4 (page#53,

Solution of Linear Equations(pg.76), Reversal Law of Inverses(pg.77), Exercise 2.8: Q.5, Q.6

Unit 3

Ex #3.1: Q.2, Q.3(i,ii), Q.5,8, Q.12(i, ii),
Ex # 3.2 Q.3(ii), Q.5(i), Q.6(iii), Q.8(ii), Q.2(ii), Q.4(iv), Q.7(i)
Ex # 3.3 Q.1(i), Q.2(i,ii,iii), Q.3(ii,iii,iv), Q.4(ii), Q.5(i,iii,v), Q.6(i,iii),

Ex # 3.4: Q.6(i), Q.8, Q.10(ii, iii), Example 3: (pg.137), Q.5

Ex # 3.5: Q.1(iii), Q.2(ii), Q.4(ii)

Unit 4

Ex # 4.1 (Q. 8),Example #6 (page#406)..
Example #4 (page#145)
Ex # 4.2 (Q. 10, 14, 24),
Ex # 4.3 (Q. 5, 12),
Three cube roots of Unity,
Ex # 4.4 (Q. 3[i], [iii], Q. 5),
Ex # 4.5 (Q. 16),
Ex # 4.6 (Q. 2, 3[ii], 4, 6, 9),
Nature Of The Roots of a
Quadratic Equation.,
Ex # 4.7 (Q. 5, 8),
Ex # 4.8 (Q. 5),
Ex # 4.9 (Q. 5, 8),
Ex # 4.10 (Q. 13,17)

Unit 5

Ex # 5.1 Q. 4,7,10, Q.5, Example 1: (pg.184), Example 2: (pg.184),
Ex # 5.3 Q.1,10, Example 1: (pg.188) Q.3,6,8

Unit 6

Ex# 6.1 Q.1(ii,iii, v,vi,vii, viii)

Ex # 6.2 Q.4,7,8,9,12, 2,6,13,
Ex # 6.8 (Q. 3[ii, iv], 8),
Ex # 6.10 Q.1(i), Q.2(ii), Q.7,8,12,13, Q.14(i), Q.15(i), Q.17

Unit 7

Ex # 7.2 Q.1(i,iii,v), Q.2(i,ii,iii), Q.3,4,6,10,11, Example #1 (page#237
Ex # 7.3 Q.1(ii, iii), Q.4,12, Q.3,11,
Ex # 7.4: Q.1(i,ii,iii), Q.2(i,ii,iii), Q.3(i) Q.4,10,
Ex # 7.5 Q.3(i, ii)
Ex # 7.7 (Q. 2, 5),
Example 3: (pg.238)

Unit 8

Ex # 8.1 Q.1,3,5,7,15,22,
Ex # 8.2 (Q. 7[i], 9[i], 10[i, ii])
Ex # 8.3 (Q. 3[iii], 4[iv,vi],12, Q.5,7,11

Unit 9

Ex # 9.1 Q.1(ix,xii,xiii), Q.2(ii,vi,xv), Q.3, Q.4(i), Q.5(ii), Q.6(i), Q.7
Ex # 9.2 Q.3(iv,v,vi), Q.4(ii)
Ex # 9.3 Q.1(i,ii, iii. iv), Q.2(i), Q.3(i,ii), Q.4, Q.5(iv,vii), Q.6(v,ix)
Ex # 9.4 Q.5,6,7,9,10

Unit 10

Ex # 10.1 (Q. 3[iii]),
Ex # 10.2 Q.1(iii,vi), Q.3(ii), Q.7(ii), Q.11, Example 1: (pg.330),
Ex # 10.4 Q.1(i,iii,iv,v), Q.2(v,vi), Q.3(ii), Q.4

Unit 11

Ex # 11.1 (Q. 5, 9)

Unit 12

Ex # 12.3 Q.1,5,3,9
Ex #12.6 Q.2,6,7,10 Q.1,8,
Ex # 12.8 Q.1(i), Q.3(iii), Q.5(iv), Q.6(i), Q.7(i), Q.12

Unit 13

Ex # 13.1: Q.1(iv,v,vi), Q.2(i,iii), Q.3(iii,iv,vii),

Ex # 13.2: Q.3,11,17,18,19

Unit 14

Example 1-3: (pg.401&402), Example 1,2,4,5: (pg.403,405 & 406),

Ex # 14: Q.1(ii,iv), Q.2(i,iii), Q.3,5

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