This online test contains MCQs about following topics:
Try the 11th Class FSC Mathematics Chapter 9 Test Online.
Total Questions20
Time Allowed30
- Introduction - Principle of Mathematical Induction - Principle of Extended Mathematical Induction - Binomial Theorem - The Binomial Theorem when the index n is a negative Integer or a FRACTION - Application of the Binomial Theorem
Ch. # | Test Name | MCQs Available | PDF File | Answers Mode | Launch Test |
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1 | Mathematics Fsc Part 1 Online Test | 508 | Download PDF | MCQ Answers | Launch Test |
1 | 11th Class FSC Mathematics Chapter 1 Test Online | 49 | Download PDF | MCQ Answers | Launch Test |
2 | 11th Class FSC Mathematics Chapter 2 Test Online | 54 | Download PDF | MCQ Answers | Launch Test |
3 | 11th Class FSC Mathematics Chapter 3 Test Online | 52 | Download PDF | MCQ Answers | Launch Test |
4 | 11th Class FSC Mathematics Chapter 4 Test Online | 41 | Download PDF | MCQ Answers | Launch Test |
5 | 11th Class FSC Mathematics Chapter 5 Test Online | 20 | Download PDF | MCQ Answers | Launch Test |
6 | 11th Class FSC Mathematics Chapter 6 Test Online | 41 | Download PDF | MCQ Answers | Launch Test |
7 | 11th Class FSC Mathematics Chapter 7 Test Online | 41 | Download PDF | MCQ Answers | Launch Test |
8 | 11th Class FSC Mathematics Chapter 8 Test Online | 13 | Download PDF | MCQ Answers | Launch Test |
9 | 11th Class FSC Mathematics Chapter 9 Test Online | 30 | Download PDF | MCQ Answers | Launch Test |
10 | 11th Class FSC Mathematics Chapter 10 Test Online | 35 | Download PDF | MCQ Answers | Launch Test |
11 | 11th Class FSC Mathematics Chapter 11 Test Online | 31 | Download PDF | MCQ Answers | Launch Test |
12 | 11th Class FSC Mathematics Chapter 12 Test Online | 36 | Download PDF | MCQ Answers | Launch Test |
13 | 11th Class FSC Mathematics Chapter 13 Test Online | 37 | Download PDF | MCQ Answers | Launch Test |
14 | 11th Class FSC Mathematics Chapter 14 Test Online | 28 | Download PDF | MCQ Answers | Launch Test |
Sr. # | Questions | Answers Choice |
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1 | The area of a sector of a circular region of radius r with length of the arc of the sector equal to s is-----------: | rΘ rs |
2 | The number of radius in the angle subtended by an arc of a circle at the center = | radius × arc radius - arc |
3 | If sinΘ <0, cosΘ<0 then the terminal arm of the angle lies in quadrant: | I II III IV |
4 | If sin α < 0 and cos α > 0, then α lies in: | I II III IV |
5 | Which one is not a quadrant angle ? | 0° 90° 280° 270° |
6 |
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30° 45° 60° 75° |
7 | To convert any angle in radians into degrees, we multiply the measure by: | |
8 | If s denotes the length of the arc intercepted on a circle of radius r by a central angle of α radians, then: | s = rα s = r + α none of these |
9 | The direction of an angle Θ is determined by its: | value magnitude ratio sign |
10 | The quadrant of an angle Θ is determined by its: | sign value ratio magnitude |