9th class Maths Guess & Important Questions

 Most Important Guess for 9th class Maths science group. Here you can find the most important questions of 9th class Maths Science Group. This guess paper of Maths ensures everyone to obtain good marks in the examination.  Keep it in view that this guess paper is selected syllabus but it covers all of it. 

It will help the students in Maths Preparation including the following boards Board of Intermediate and Secondary Education, Lahore (BISE Lahore) Board of Intermediate and Secondary Education, Rawalpindi (BISE Rawalpindi) Board of Intermediate and Secondary Education, Faisalabad (BISE Faisalabad) Board of Intermediate and Secondary Education, Sargodha (BISE Sargodha) Board of Intermediate and Secondary Education, Gujranwala (BISE Gujranwala) Board of Intermediate and Secondary Education, Multan (BISE Multan) Board of Intermediate and Secondary Education, Bahawalpur (BISE Bahawalpur) Board of Intermediate and Secondary Education, Sahiwal (BISE Sahiwal) Board of Intermediate and Secondary Education, D.G. Khan (BISE D.G. Khan)

FOR LONG QUESTIONS MOT IMPORTANT EXERCISES 1.6, 2.4, 3.4, 4.2, 4.4, 5.2, 6.2.
CH # 1
Ex. 1.1 Q.1 (B, C, H), Q. 3 , Ex. 1.2 Q. 4 (A,B,E), Q.5(A,E,F), Q.6 , Ex. 1.3 Q. 2 (A,E,F), Q.3
(2,3,5,7), Q. 5 (2,6,7,10), Q.6, Q.7, Q. 8 (1,2) , Ex. 1.4 Q.2, Q.3 (2,3,4), Q 4 (A,E), Q. 5 (2,4) , Q.6 ,
Ex. 1.5 Q.1 (2,4), Q.3 (1,3), Q.4 , Q.6 , Ex. 1.6 Q.1 (2,4,6,7,8), Q.2, 3, 4 Exm. 1, 2
Review Q. 3, Q.5,Q.7
CH # 2
Ex 2.1 Q. 2(3,4,6), Q.4(2,4,6), Q.5 , Q. 6 (2,3), Ex 2.3 Q. 1(1,2) , Q. 3 , Exm. 2, Ex 2.4 Q. 1(1, 3, 4), Q.2
, Q.3 Exm.2, Ex 2.5 Q. 1(2,4,6), Q.2(2,5,6),Q. 4, Ex. 2.6 Q.2 (2,3,4), Q.3 (2,4), Q.4 (1,4,5), Q.6 (1,2,3),
Q.7 (1,2), Exm. 2,3 Review Q 3(3,4 ) Q.4 , Q.5, Q.6
CH # 3
Ex 3.1 Q. 1(3,4,6,7,9) , Q.2(1,4), Ex 3.2 Q.1(3,4), Q.4(1,2,4), Q.5, Q.6(2,3,4), Ex 3.3 Q. 1(2,3,4,5), Q.2,
Q.3 (2,3), Q.4 , Q.5 (3,4,5), Exm. 1,page 66, Exm. Page 69, Ex 3.4 Q. 1(1,3, 4, 5, 6, 8), Q.4, Q.5, Exm.
2 Review Q.3, Q.6 (1,3)
CH # 4
Ex 4.1 Q. 3 (1,2,5,7,8), Q. 4(B), Q.5(2,3,5), Q.6 (1, 3,5), Exm. 1, Ex 4.2 Q. 3, 4 ,5, 7, 9,12, 13 , 14 ,
Q.15(1,2), Exm. 3 page 84 and 85, Exm. Page 86 1, 2, Ex 4.3 Q. 1(2, 4), Q.2 (1,3, 5), Q.3 (1,4), Q.4
(2,3, 5), Ex 4.4 Q. 1 (1,4, 6,7), Q.3 (2, 3), Q.4(1,2), Q.5 (1) , Q.6 page 92 Exm. 3
Review Q.3 , Q. 4 , Q.5 , Q.6 (2,4), Q.7(2, 3), Q.8
CH # 5
Ex 5.1 Q. 1 (2,3,5), Q.2(3,4), Q.3(1, 2), Q.4 (2,3,4), Q.5 (2,3, 5), Ex 5.2 Q. 1 (2, 3, 4, 5), Q.2(2,4),
Q.3(2,3,5,6,), Q.4(1,3,4), Q.5 (1,4). Q.6 Ex 5.3 Q. 1 (1,4,5), Q.2 , Q.4, 5, 7, 9 , Ex 5.4 Q. (1, 3, 4, 6, 8)
, Exm page 98,99, 104(1) Review : Q.3(2, 4, 5, 7, 9)
CH # 6
Ex 6.1 Q. 1. Q.2 (1,4,5), Q.3 (1,3), Q.4 , Q.5 (1,3,4), Q.6 , 8, 9, Ex 6.2 Q. 2, 4, 6, 7, 9, 10, 13
Ex 6.3 Q. 1 (1, 3,4 ,6), Q.2 (1, 4) , Q. 3 (2), Q.4 Exm 3 page 122, Review : Q. 2, 3, 5, Q.6(2), 7
CH # 7 Ex 7.1 Q. 1 (2, 4, 6,9,10), Q.2 (1,2, 4, 5, 7,8), Ex 7.2 Q. 2 (1, 2, 4, 6, 8), Ex 7.3 Q. 1 (2,4,6, 7),
Q.2 (1,2,4, 6,8) Exm page 137,140(1,2) Review :Q.5 ,6
CH # 9 Ex 9.1 Q. 1 (A, D, F) Q.2 (3,4,6) Ex 9.2 Q. 2, 4, 5, 6, 9, 10 Ex 9.3 Q. 1 (B, E ,F) Q.2,3
Review : Q.3, Q.4 , Q.5 (VVV. IMP) CH # 10 Review : Q.3 ,4 CH # 11 11.1(1) , Review Q.3, 4, 5
CH # 12 Review Q. 4 CH # 13 Review Q.2,5,6 CH # 14 Review : Q.2 , Q.3
CH # 15 Q.1 (1,4), Q.3, 8 Review : Q.2 CH # 16 Q.2, Q.3 CH # 17 Review Q.3 (VVV. IMP)
THEOREM : TRY TO PREPARE ALL THEOREMS FROM ANYONE CH
FROM CH # 12 OR 16. BUT M. IMP THEOREMS ARE :
CH # 12(1,3,4,6) CH # 16(1, 3, 4)
IMPORTANT DEFINITIONS: Matrix and order of matrix, column and rectangular matrix, Transpose and diagonal matrix, scalar matrix and additive identity, singular and nonsingular matrix, square and row matrix, complex and real numbers, logarithm and anti logarithm, surd, HCF and LCM, linear equality, types of triangles and angles ,triangle , linear equation and Cartesian plane, coordinate geometry, congruency of triangles, collinear and non collinear points, S.A.S, S.S.S., A.S.A, parallelogram and its altitudes, trapezium,median and orthocenter of triangle, bisector of an angle, right bisector of line segment ,Pythagoras theorem and converse of Pythagoras theorem, ratio proportin, similar triangles, rectangular region and rectangular area, area of a figure, altitude/ height of a triangle, incentre and interior of triangle.
FOR DEFINITION FOCCUS ON CH NO. 17 Q NO. (3) & CH NO. 9 Q.NO. 5
ABOVE BOLD QUESTIONS ARE MOST IMPORTANT.