The post is about Online MCQs Introduction to Trigonometry Class 10 Quiz with Answers. There are 31 multiple-choice questions from Chapter 7 of 10th Class mathematics (“Introduction to Trigonometry”). Let us start with the MCQs Introduction to Trigonometry Mathematics Class 10 Quiz.
Online MCQs Introduction to Trigonometry Class 10 Quiz 3
Online Trigonometry Class 10 Quiz
- $Cot 30^\circ =$
- $Sec 30^\circ =$
- $Cosec30^\circ = $
- $Sin 60^\circ = $
- $Cos 60^\circ = $
- $Tan 60^\circ = $
- $Cot 60^\circ = $
- $Sec 60^\circ = $
- $Cosec 60^\circ = $
- In which quadrant only $Sin \theta$ and $Cosec\theta$ are positive?
- In which quadrant only $Cos\theta$ and $Sec\theta$ are positive?
- In which quadrant only $Tan\theta$ and $Cot \theta$ are positive?
- In which quadrant $\theta$ lie when $Sin\theta>0$, $Tan\theta<0$?
- In which quadrant $\theta$ lie when $Cos\theta<0$, $Sin\theta<0$?
- In which quadrant $\theta$ lie when $Sec\theta>0, Sin\theta<0$?
- In which quadrant $\theta$ lie when $Cos\theta<0, Tan\theta<0$?
- In which quadrant $\theta$ lie when $Cosec\theta>0, Cos\theta>0$?
- In which quadrant $\theta$ lie when $Sin\theta<0, Sec\theta<0$?
- $Sin^2\theta + Cos^2\theta =?$
- $1+tan^2\theta=?$
- $1+cot^2\theta=$
- In which quadrant are all trigonometric ratios positive?
- Fundamental trigonometric ratios are:
- Which one is a quadrant angle?
- $Sin\theta\cdot cosec \theta=$
- $cos\theta\cdot sec\theta=$
- $tan\theta cot\theta=$
- Angles between $180^\circ$ and $270^\circ$ are in which quadrant?
- Angles between $0^\circ$ and $90^\circ$ are in which quadrant?
- $sin(-310^\circ)=$
- $sec(-60^\circ)=$
