Students if you are looking for the Class 9 Mathematics Guess Paper 2024 Punjab Board if yes? then you visit the right place where you can easily find the Math most important short questions as well as long questions without answers but your duty to find answers from your 9th class Math book.

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**9th Class Math Chapter Wise Notes**

- Chapter 1 Matrices and Determinants
- Chapter 2 Real and Complex Numbers
- Chapter 3 Logarithms
- Chapter 4 Algebraic Expressions and Algebraic Formulas
- Chapter 5 Factorization
- Chapter 6 Algebraic Manipulation
- Chapter 7 Linear Equations and Inequalities
- Chapter 8 Linear Graphs & Their Application
- Chapter 9 Introduction to Coordinate Geometry
- Chapter 10 Congruent Triangles
- Chapter 11 Parallelograms and Triangles
- Chapter 12 Line Bisectors and Angle Bisectors
- Chapter 13 Sides and Angles of A Triangle
- Chapter 14 Ratio and Proportion
- Chapter 15 Pythagoras Theorem
- Chapter 16 Theorems Related to Area
- Chapter 17 Practical Geometry-Triangles

Many Students also searching for the 9th Class Math Chapter Wise Notes but unfortunately, here you will see all chapters of Math important short as well as long questions but chapter-wise notes we will upload in the coming days.

**Students these guess papers of Math class 9 for Punjab boards:**

- Class 9 Math Guess Paper 2024 Lahore Board
- Class 9 Math Paper 2024 Gujranwala Board
- Class 9 Math Guess Paper 2024 Bahawalpur Board
- Class 9 Math Guess Paper 2024 D.G.Khan Board
- Class 9 Math Guess Paper 2024 Faisalabad Board
- Class 9 Math Guess Paper 2024 Multan Board
- Class 9 Math Guess Paper 2024 Rawalpindi Board
- Class 9 Math Guess Paper 2024 Sargodha Board

**9th Class Math Guess Paper 2024**

Post Topic | Guess Paper 2024 |

Book Code | Math |

Class | 9th Class |

Chapter/Full | Full Book |

Boards | Punjab Boards: Lahore Board, Gujranwala Board, Bahawalpur Board, D.G.Khan Board, Faisalabad Board, Multan Board, Rawalpindi Board, Sargodha Board |

**Class 9 Math Guess Paper 2024 Punjab Board**

**Math 9th Class Short Questions Notes**

- Use factorization to find the square root: 4×2 – 12xy +9y2
- Solve the inequality: 12x+5=11
- 4x-10.321x-1.8
- Verify whether the point (2, 3) lies on the line 2x – y + 1 = 0 or not.
- Define an ordered pair of real numbers.
- Define collinear points.
- Find the distance between the pair of points:A(6,3),B(3,-3)
- Define S.A.S postulate.
- Define parallelogram.
- Define angle bisector. O
- What will be the angle for the shortest distance from an outside point to the line?
- Define similar triangles.
- Define Pythagoras Theorem.
- Define triangular region.
- Define the centroid of a triangle.
- Find the value of x in the given figure: Find the area of the given figure:
- Construct a AABC in which: mAB= 4.2, mBC= 3.9cm, mCA = 3.6cm
- Define matrix.
- Find the product of x’y-2z
- Simplify: -413
- Simplify by using law of indices: 125
- Find the value of x when log,, 9=x
- Write log25 – 2log3 in the form of a single logarithm.
- If a + b = 10 and a – b = 6, find the value of (a2 + b2)
- What do you mean by the order of a matrix?
- If A= then verify that (A)-A 01
- Simplify by using law of indices:”
- Find the value of x when log, x = 4
- Calculate using laws of logarithm:” 125 -4:3
- √25x18m
- log, 3x log, 8
- If a + b =7 and a – b = 3, find the value of 4ab
- Simplify: 24315
- Factorize: 7/20-36172
- Use factorization to find the square root: 4x-12xy +9y’
- Solve the equation: 12x+5=11
- Find the value of m and c of the line 2x + 3y 1 = 0 by
- expressing it in the form y = mx + c
- Verify whether the point (-1, 1) lies on the line 2x – y + 1 = 0 or not.
- Define a right-angled triangle.
- Find the distance between the pair of points:A(-8,1),B(6,1)
- What is meant by HS = H.S?
- Find the value of unknown.m” and x”:
- In the given congruent triangle LMO and LNO, find unknown x and m: 30m 4cm are lengths of two sides of a right angle
- triangle then what should be the third length of the triangle?
- Define congruent triangles.
- The three sides of a triangle are 8, x, and 17, For what value of x will it become the base of a right-angled triangle?
- Verify that the measures of sides are right-angled triangles or not a = 5cm, b = 12cm, c = 13cm
- Define the altitude of the triangle.
- Find the area of given figure. viii Construct a AABC in which: mAB= 3cm, mAG 32cm.
- Define centroid
- ا سمیٹرک قالب کی تعریف کیجئے۔
- 2 37
- 05
- ۔ قالب کا ٹرانسپوز معلوم کیجئے ] =D
- مختصر کیجئے 125 -3
- مختصر کیجئے (x)
- 1 +x 1 لـ 21×5
- log- 1082 128
- قیمت معلوم کیجئے
- لوگار تھم نے
- ناطق جملے کو مختصر ترین شکل میں تحریر کیجئے
- 235 120x y z
- 30x3yz2
- ۔ اگر 3 -2 = x ہو تو پا کی قیمت معلوم کیجئے۔
- تجری کیجئے 1672-4×2
- تجری کے طریقے سے دیے گئے جملوں کا عاداعظم معلوم کیجئے
- x2+5x+6, x2-4x-12
- x-3 x-2
- ال مساوات حل کیجئے -1- = –
- غیر مسادات حل کیجئے 9-7x > 19-2x,xeR iv۔ دی گئی مسادات کو y = mx + c کی شکل میں تحریر کیجئے
- ہم خطر نقاط کی تعریف کیجئے۔
- x-2y=-2 84), B(6,1)
- مختلف الاضلاع مثلث کی تعریف کیجئے۔
- فیض = فیضی سے کیا مراد ہے؟
- دی گئی متوازی الاضلاع سے m کی قیمت معلوم کیجئے
- Find HCF of 102xyz 85xyz. 187xyzz.
- Solve the equation 2t+4 = 5
- the inequality x-x+ 2. 3
- Find the distance between the pair of points Whether (2, 5) lies on the line 2x – y + 1 = 0 or not.
- Define cartesian plane. A(2, -6), B(3, -6).
- Find the mid-point of the line segment joining the pair of points A(-4, 9) and B(-4, -3).
- Define congruent triangles. APQR
- AABC, then find the unknown x and y.

**Math 9th class important long questions**

(b) Simplify

5.(a) if B=

3 -1 2 -2

then find BR

2m

2n a

+m

m+n

a

ant

0.678×9.01 0.0234

www.

6.(a) Use log table to find the value of

(b) If 5x-6y= 13 and xy = 6, then find the value of 125x-216y’

7.(a) For what value of m

is the polynomial p(x)=4x-7x+6x-3m

exactly divisile by x + 2.

(b) Simplify to the lowest form:

x-8x

2x-1

x+3

X

X

2×2+5x-3x+2x+4 x2-2x

- (a) Solve the equation

5(x-3) 6.

x=1

(b) Construct an AABC in which:

mAB 4.2, m BC= 6cm, mCA = 5.2cm

- Prove that the bisectors of the angle of a triangle are concurrent.

Prove that same

rearmletrarure

on the same base and between the lines (or of the same altitude) are equal in area.

5. (a) Use the matrix inversión method to solve the linear equation:

4x+2y= 8

3x-y=-1

(b) Use laws of exponents to simplify:

4n-1

(81).35-(3) (243) (9)(3)

6.(a) Use log tables to find the value of:

(1.23) (0.6975)

(0.0075) (1278)

(b) Simplify:

-1

x-1/x+1

2

4

x2+1 x-1

7.(a) If (x + 2) is a factor of 3×2-4kx-4k then find (b) Find H.C.F by division method:

- (a) Solve for x:

(b)

3

17x+6

triangle ABC, draw bisectors of its angles:

mAB = 4.5, m BC= 3.1cm.mCA

5.2cmProve that the right bisectors of the sides of a triangle are

concurrent.

OR

Prove that “triangles on equal bases and on equal altitudes are. equal in area”

5.(a)

Solve the system of linear equations by Cramer’s rule:

2x+y=3

6x+5y=1

If x=2+ √3, then find the value of x-

(243) 3.(32)

(b)

Simplify

√(196)

6.(a) Use logarithm find the value of

www.hamdunya.com

(897)3.(3.95)2 3/15.37

1

and x-

x

7.(a)

(b)

8.(a)

(b)

9.

Factorize cubic polynomial by factor theorem: x3-x2-10x + 8.

Use the division method to find the square root of: 9×2-6×3 +7×2 – 2x + 1.

Solve the equation and check for an extraneous solution, if any √√2-1=√√21-28

Construct the triangle ABC and draw the bisectors of its angles:

mAB = 4.6cm, mBC= 5cm, mCA 5.

tomm Prove that any point on the right bisector of a line

distant

from the rig

segment is equidistant from its endpoints.

OR Prove that parallelograms on the same base and between the same parallel lines (or of the same altitude)

are equal in area.

**Class 9 Math Guess Paper 2024 PDF download**

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