9th Class Math ka Guess Paper

• Here are the detailed Math Guess Class 9 to help you prepare for your exams.
• Very Important Multiple Choice Questions of full book Mathematics in Urdu and English Medium class 9 from previous 20 years past papers of all Punjab Boards.
• Important Short Questions of Mathematics in Urdu and English Medium class 9 from previous 20 years past papers of all Punjab Boards.
• Important Long Questions of Mathematics in Urdu and English Medium class 9 from previous 20 years past papers of all Punjab Boards.
• The entries presented in horizontal way in a matrix are called:  (a) Columns  (b) Order of matrix  (c) None of them (d) Rows ✔
• If A and B are two matrices of same order and A + B = A = B + A, then:   (a) Both matrices are additive inverse to each other  (b) Matrix A = Matrix B  (c) Matrix A is additive identity of matrix B  (d) Matrix B is additive identity of matrix A ✔
• The order of matrix [ 2  1  7 ] is:  (a) 2 - by - 1 (b) 2 - by - 2   (c) 1 - by - 3 ✔ (d) 1 - by - 1
• { 0 , + - 1 , + - 2 , + - 3 ,... } is the set of:  (a) Real number (b) Integer  (c) Whole number ✔ (d) Rational number
• The order of matrix A is:  (a) No. of Rows - by - No. of Columns  (b) No. of Rows - No. of Columns  (c) No. of Columns + No. of rows (d) No. of Columns - by - No. of Rows ✔
• Two imaginary numbers a + bi and a + bi are .....to each other. (a) Additive inverse  (b) Multiplicative inverse  (c) All of them (d) Complex conjugate ✔
• A non-terminating, non-recurring decimal represents:  (a) A Rational Number (b) A Prime Number   (c) An Irrational Number ✔ (d) A Natural Number 
• Here are the detailed Math Guess Class 9 2025 to help you prepare for your exams.
• Define scalar matrix. Give an example.
• Define multiplicative identity matrix. Give an example.
• Define singular matrix. Give an example.
• Define non-singular matrix. Give an example.
• Define equal matrices. Give an example.
• Express the given recurring decimal as the rational number p/q  where p, q are integers and q≠0: 0.67
• Define a linear inequality in one variable.
• Define extraneous roots.
• Define an inequality.
• Find the value of m and c of the given line by expressing it in the form :  
• Define an ordered pair. Give an example.
• Define Cartesian plane.
• Find the length of the diameter of the circle having centre at  and passing through .
• Define coordinate geometry.
• Define collinear points.
• Define non-collinear points.
• Define isosceles triangle.
• What is meant by congruent triangles?
• What is meant by S.A.S postulate?
• A ladder 17 m long rests against a vertical wall. The foot of the ladder is 8 m away from the base of the wall. How high up the wall will the ladder reach?
• Prove that any point equidistant from the end points of a line segment is on the right bisector of it.
• Prove that the right bisectors of the sides of a triangle are concurrent.
• Prove that any point on the bisector of an angle is equidistant from its arms.
• Prove that parallelograms on equal bases and having the same (or equal) altitude are equal in area.
• Prove that triangles on the same base and of the same (i.e., equal) altitudes are equal in area.