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9th Class Guess Paper Mathematics

 Annual Exam 2020 (ALP)

       Guess Papers 9th Class Mathematics (Annual Exam 2020). Here is a list of Important Questions for Schools & Colleges such as Islamabad Model School, Islamabad Model Colleges and Pnjab Board, Federal Board (FBISE) All the studesnts studying in these institutes can use these guesss papers with full trust.. These guess papers (Important Questions) provide a guarantee to the students to secure good marks in your annual exams. These guess papers have a universal appeal. they range for variety of boards of Punjab where same syllabus is taught. Also for the students of those boards where Scheme of Study of same as here in federal board. These papers are prepared in accordance with the latest scheme of studies provided by Federal Board of Intermediate & education , Islamabad, All Punjab Boards of Intermediate and Secondary Education. These Guess papers are prepared by studying all the past papers and through the experience gained from these papers.

9th Class Guess Paper  Mathematics

 (Annual Exam 2020, According to ALP Syllabus):

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Important Short and Long Questions List

UNIT NO.1 MATRICES AND DETERMINANTS

EXERCISE NO. 1.1      Q.3

EXERCISE NO.1.2       Q.5, (C), (E)                   Q.6 (I) (II)

EXERCISE NO. 1.3      Q.2 (F), Q.3 (VII) ,         Q.4 (IV),       Q.5 (VII, IX, X)

Q.6. Q.7, Q.8

EXERCISE NO. 1.4      Q.2,    Q.3 (I , II, V),  Q.4.(A),(B) (D),   Q.5 (IV) ,   Q.6 (II)

EXERCISE NO. 1.5      Q.1 (II) ,      Q.2 (IV)

EXCRISE NO. 1.6         Q.1 (II, IV, V, VI, VII, VIII)  Q.3, Q.4, Q.5

REVIEW EX. 1             Q.3

 

UNIT NO. 2 REAL AND COMPLEX NUMBERS.

EXERCISE NO. 2.1      Q5,    Q.6 EXAMPLE. 2.

EXERCISE NO. 2.3      Q.3 ( I, III, IV) EXAMPLE NO. 2

EXERCISE NO. 2.4      Q.1. (I, IV),          Q.2,   Q, 3 (II, III, IV)

EXERCISE NO. 2.5      Q.1. (II, V, VI) , Q.2 (III, V) , Q.3. (V) ,

Q.4. (V, VI) ,  Q.5. (IV) ,  Q.6. (V , VI) ,  Q.7. (II)

REVIEW -2                   Q.3 (III)

 

UNIT NO. 3 LOGRITHMS

EXERCISE NO. 3.1      Q.1 (IX, X) , Q.2 (I, II, III, IV)

EXERCISE NO. 3.2      Q.2 (III, IV) , Q.4 (II, IV) , Q.5 (I, II) , Q.6 (III ,IV)

EXERCISE NO. 3.3      Q.1 (VI) , Q.2 , Q.3 (II,III,IV) , Q.4 (I) , Q.5 (II) EXAMPLE: 2, 3

EXERCISE NO. 3.4      Q.1 (I, III, IV, VI, VII, VIII) , Q.2 , Q.3 (IV) , Q.4 (II,IV) , Q.5 (III)

Q.6 LOG LAWS. EXAMPLE NO. III

 

UNIT NO. 4 ALGEBRIC EXPRESSIONS AND ALGEBRAIC FORMULAS.

EXERCISE NO. 4.1      Q.3. (IV, VII ,VIII) , Q.4 (I , II, IV) , Q.5 (IV, V, VI)

Q.6 (II, III, V) EXAMPLE NO. 3

EXERCISE NO. 4.2      Q.1 (II) , Q.3 , Q.4 , Q.5 , Q.6 , Q.7 , Q.8 , Q.9  , Q.11

Q.14 , Q.15 (II, III) ,

EXERCISE NO. 4.3      Q.2 (I, II, III, VI)

EXERCISE NO. 4.4      Q.1 (VI, VIII) , Q.2 (VII) , Q.3 (I , II) , Q.4 (I , III)

Q.5 (II) , Q.6

EXEERCISE NO. 4.5    Q.1 (III) , Q.2 (IV) , Q.3 (II , IV) , Q.4 (V) EXAMPLE. 3, 5

Q.7 (IV) , Q.8

 

UNIT NO. 5 FACTORIZATION.

EXERCISE NO. 5.1      Q.1 (V, VI) , Q.2 (IV) , Q.3 (III) , Q.4 (II ,III, IV)

Q.5 (IV, V,VI) EXAMPLE - 3

EXERCISE NO. 5.2      Q.1 (IV, VI) , Q.2 , Q.3 (II) , Q.5 , Q.6 (I, II, III) , Q.7

EXERCISE NO. 5.4      Q.1 (5, 8) , Q.3 (I, VII, VIII, IX) , Q.7

 

UNIT NO. 6 ALGEBRAIC MULTIPLICATION.

EXERCISE NO. 6.1      Q.2 (I, IV, V) , Q.3 (I, II, III) , Q.4 (II) , Q.5 (I , III) , Q.6

Q.7 , Q.8 , Q.10 , Q.11

EXERCISE NO. 6.2      Q.3 , Q.6 , Q.8 , Q.9 , Q.11 , Q.12 , Q.13 EXAMPLE NO. 2, 3

REVIEW EX.6              Q.6 (II)

EXERCIS NO. 6.3         Q.1 (VII, IX) , Q.2 (V) , Q.3 (I) , Q.4 (II) , Q.5 , Q.6 , Q.7

Q.8 , EXAMPLE NO. 3

 

UNIT NO. 7 LINEAR EQUATIONS AND INEQUALITIES.

EXERCISE NO. 7.1      Q.1 (II , III, IV, V, VI, VII, VIII) ,

Q.2 (I , II, III, VI, VIII) EXAMPLE 2.

EXERCISE NO. 7.2      Q.2 (IV, V, VII, VIII)

EXERCISE NO. 7.3      Q.1 (I, II,IV, VII, VIII) , Q.5 (II) , Q.6 (III)

 

UNIT NO. 8 LINEAR GRAPHICS AND THEIR APPLICATION.

EXERCISE NO. 8.1      Q.3 (V) , Q.4 (A) , Q.5 (II, III, IV, V)

EXERCISE NO. 8.2      Q.2 , Q.3 (B) , Q.4 (I, III) , EXERCISE NO. 8.3 Q.3

Q.5 (I) , Q.6 (III)

REVIEW EX -8             Q.4 (I)

 

UNIT NO. 9 INTRODUCTION TO CORDINATE GEOMETRY DESCRIPTIVE GEOMETRY.

EXERCISE NO. 9.1      Q.1 (C , D) , Q.2 (V)

EXERCISE NO. 9.2      Q.3 , Q.5 , Q.7 , Q.8 , Q.9 , Q,10

EXERCISE NO. 9.3      Q.1 (D, E, F) , Q.3 , Q.4 , Q.5

DEFINE:

1. EQUILATERAL TRIANGLE.

2. AN ISOSCELES TRIANGLE.

3. RIGHT ANGEL TRIANGLE.

 

UNIT NO. 11 PARALLELOGRAMS AND TRIANGLES

EXERCISE NO 11.5               Q.3 , Q.4 , Q.5

 

UNIT NO. 12 LINE BISECTORA AND ANGLE BISECTORS.

UNIT NO. 12 COMPLETE

 

UNIT NO. 17 PRACTICAL GEOMETRY-TRIANGLES.

EXERCISE NO. 17.1    Q.1 (III , IV) , Q.2 (I II) , Q.3 , Q.4 (I) , Q.5 (II)

DEFINE CENTROID.

DEFINE THE POINT OF CONCURRENCY.

EXERCISE NO. 17.2    Q,1 (I), (II) , (III) , Q.2 (I), (II),(III) , Q.3 (III) , Q.4 (II)

EXERCISE NO. 17.3    Q.3 , Q,4

EXERCISE NO. 17.4    Q.3

EXERCISE NO. 17.5    Q.2 , Q.4 , Q.6