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10th class General Math (English Medium)

Here you can prepare 10th General Math online MCQ test with answers Click the button for 100% free full practice test.

Matric Part 2/10th Class General Math MCQ Test With Answer for General Math Full Book

Chapterwise Lists

Chapter Name Questions
General Math 10th Class English Medium Unit 1 Online Test 15 Questions
10th Class General Mathematics Unit 1 Algebraic Formulae and Applications English Medium KPK Boards Online Mcqs 15 Questions
General Math 10th Class English Medium Unit 2 Online Test 15 Questions
10th Class General Mathematics Unit 10 Introduction to Coordinate Geometry English Medium KPK Boards Online Mcqs 15 Questions
10th Class General Mathematics Unit 2 Factorization English Medium KPK Boards Online Mcqs 15 Questions
General Math 10th Class English Medium Unit 3 Online Test 15 Questions
10th Class General Mathematics Unit 3 Algebraic Manipulation English Medium KPK Boards Online Mcqs 15 Questions
General Math 10th Class English Medium Unit 4 Online Test 15 Questions
10th Class General Mathematics Unit 4 Linear Equations and Inequalities English Medium KPK Boards Online Mcqs 15 Questions
General Math 10th Class English Medium Unit 5 Online Test 15 Questions
10th Class General Mathematics Unit 5 Quadratic Equations English Medium KPK Boards Online Mcqs 15 Questions
General Math 10th Class English Medium Unit 6 Online Test 15 Questions
10th Class General Mathematics Unit 6 Matrices and Determinants English Medium KPK Boards Online Mcqs 15 Questions
10th Class General Mathematics Unit 7 Fundamentals of Geometry English Medium KPK Boards Online Mcqs 15 Questions
General Math 10th Class English Medium Unit 7 Online Test 15 Questions
10th Class General Mathematics Unit 8 Practical Geometry English Medium KPK Boards Online Mcqs 15 Questions
General Math 10th Class English Medium Unit 8 Online Test 15 Questions
10th Class General Mathematics Unit 9 Areas and Volumes English Medium KPK Boards Online Mcqs 15 Questions
General Math 10th Class English Medium Unit 9 Online Test 15 Questions

Matric Part 2/10th Class General Math MCQ Test With Answer for General Math Full Book

Sr. # Questions Answers Choice
1 The idea of matrices was introduced by:
  • A. jobs burgi
  • B. Robert
  • C. Pythagoras
  • D. Arthur Cayley
2 If the points of contact of a common tangent to the two circles are on the same side of the line joining their centers then this common tangent is called:
  • A. external tangent
  • B. internal tangent
  • C. concyclic tangent
  • D. concentric tangent
3 A point in II-quadrant has its abscissa:
  • A. positive
  • B. negative
  • C. zero
  • D. one
4 The solution set of x - 7< 5 - 2x is:
  • A. x > 4
  • B. x = 4
  • C. x < 4
  • D. x < 4
5 <img src="data:image/png;base64,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" alt="">
  • A. abscissa
  • B. Set
  • C. Numbers
  • D. Ordinate
6 The process of writing an expression an a product of two or more factors is called:
  • A. polynomial
  • B. factorization
  • C. factors
  • D. quadratic polynomial
7 Two angel with the common vertex and a common arm between them are called:
  • A. supplementary angle
  • B. reflex angles
  • C. straight angles
  • D. adjacent angles
8 What should be added in a2 + 4c to make it a complete square?
  • A. 2a
  • B. 4c2
  • C. 4c
  • D. 2c2
9 Median to the equal sides of an isosceles triangle are:
  • A. congruent
  • B. equal
  • C. similar
  • D. unequal
10
  • A. uv-yx
  • B. vx - uv
  • C. uy - vx
  • D. 0

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