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1st yr Maths guess paper 2022

arithmetic bet for 1st year 2012 This wager is for the students of the primary yr. this is maths bet for F.Sc, ICS part I college students. Math First 12 months bet for all Punjab board 2019 can be got here. here are two guesses form two maths instructors.

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The bet paer is one hundred% sure wager paper in step with smart syllabus 2021. the students ought to inform me after the paper that how tons part of paper has come from our wager papers. the brand new bet paper of fsc component 1, 1st year for mathematics for 2022 board annual checks.

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The guess paper consist of exercise-sensible vital quick questions and long questions from the e-book.

here is the wager paper 2021 for 1st yr arithmetic:

11th class math guess paper 2022

Unit 1

crucial Definitions: 1. complicated numbers 2. rational numbers three. irrational numbers

instance #6 (page#10),

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

Ex #1.2 Q.four(i, ii, iii) Q.five(ii,iii) Q.11, Q.14(ii, iii) Q.five(ii) Q.16(i, ii)

Ex# 1.3: Q.2(ii, iii, iv), Q.four, Q.5 (i, ii, iii), Q.6(i, ii)

Theorms: (iii, iv) (page#21)

-> also research associative laws of addition and multiplicatioin

Unit 2

vital Definitions: identical and equivalent sets, Singleton set, null set, finite and limitless units

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

Ex # 2.2 Q.4(ii,vii),Q.5(iii.iv)

De Morganâ€™s legal guidelines,

Ex #2.3 (Q# 9[i], [iv]),

instance #4 (web page#fifty three),

Ex # 2.4 (Q#5),

Ex # 2.5 (Q#four),

example #four (page#53,

answer of Linear Equations(pg.seventy six), Reversal law of Inverses(pg.seventy seven), exercising 2.8: Q.five, Q.6

Unit three

Ex #3.1: Q.2, Q.3(i,ii), Q.5,eight, Q.12(i, ii),

Ex # three.2 Q.three(ii), Q.5(i), Q.6(iii), Q.8(ii), Q.2(ii), Q.four(iv), Q.7(i)

Ex # 3.three Q.1(i), Q.2(i,ii,iii), Q.3(ii,iii,iv), Q.4(ii), Q.five(i,iii,v), Q.6(i,iii),

Ex # three.four: Q.6(i), Q.eight, Q.10(ii, iii), instance three: (pg.137), Q.five

Ex # 3.five: Q.1(iii), Q.2(ii), Q.4(ii)

Unit four

Ex # four.1 (Q. eight),instance #6 (page#406)..

example #4 (page#a hundred forty five)

Ex # 4.2 (Q. 10, 14, 24),

Ex # 4.3 (Q. five, 12),

three cube roots of cohesion,

Ex # 4.four (Q. 3[i], [iii], Q. 5),

Ex # 4.5 (Q. sixteen),

Ex # four.6 (Q. 2, three[ii], 4, 6, 9),

Nature Of The Roots of a

Quadratic Equation.,

Ex # 4.7 (Q. five, eight),

Ex # four.8 (Q. five),

Ex # four.9 (Q. 5, eight),

Ex # 4.10 (Q. 13,17)

Unit five

Ex # five.1 Q. 4,7,10, Q.five, example 1: (pg.184), example 2: (pg.184),

Ex # 5.3 Q.1,10, example 1: (pg.188) Q.3,6,eight

Unit 6

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

Ex # 6.2 Q.4,7,eight,9,12, 2,6,thirteen,

Ex # 6.eight (Q. 3[ii, iv], 8),

Ex # 6.10 Q.1(i), Q.2(ii), Q.7,eight,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,four,6,10,11, instance #1 (web page#237

Ex # 7.3 Q.1(ii, iii), Q.4,12, Q.three,eleven,

Ex # 7.four: Q.1(i,ii,iii), Q.2(i,ii,iii), Q.three(i) Q.four,10,

Ex # 7.5 Q.three(i, ii)

Ex # 7.7 (Q. 2, 5),

example three: (pg.238)

Unit eight

Ex # eight.1 Q.1,3,five,7,15,22,

Ex # eight.2 (Q. 7[i], nine[i], 10[i, ii])

Ex # eight.3 (Q. 3[iii], 4[iv,vi],12, Q.5,7,eleven

Unit 9

Ex # nine.1 Q.1(ix,xii,xiii), Q.2(ii,vi,xv), Q.three, Q.4(i), Q.5(ii), Q.6(i), Q.7

Ex # 9.2 Q.three(iv,v,vi), Q.four(ii)

Ex # nine.3 Q.1(i,ii, iii. iv), Q.2(i), Q.three(i,ii), Q.four, Q.five(iv,vii), Q.6(v,ix)

Ex # 9.4 Q.5,6,7,nine,10

Unit 10

Ex # 10.1 (Q. three[iii]),

Ex # 10.2 Q.1(iii,vi), Q.three(ii), Q.7(ii), Q.11, instance 1: (pg.330),

Ex # 10.4 Q.1(i,iii,iv,v), Q.2(v,vi), Q.3(ii), Q.4

Unit eleven

Ex # 11.1 (Q. five, 9)

Unit 12

Ex # 12.three Q.1,5,3,9

Ex #12.6 Q.2,6,7,10 Q.1,eight,

Ex # 12.8 Q.1(i), Q.three(iii), Q.5(iv), Q.6(i), Q.7(i), Q.12

Unit thirteen

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

Ex # thirteen.2: Q.three,11,17,18,19

Unit 14

instance 1-three: (pg.401&402), example 1,2,four,five: (pg.403,405 & 406),

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

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