MCQ Bank
The domain of y = \arccos x is........
- A) \left[ {0,\infty } \right]
- B) \left[ { - 1,1} \right]
- C) \left[ {0,1} \right]
- D) \left[ { - \infty ,0} \right]
\sin ( - \theta ) = \_\_\_\_\_.
- A) - \sin \theta
- B) \cos ( - \theta )
- C) \cos \theta
- D) \sin \theta
\[The\,\,function\,\,y = \cos 3x\,\,has\,period...\]
- A) \[\frac{\pi }{2}\]
- B) \[2\pi \]
- C) \[\pi \]
- D) \[\frac{{2\pi }}{3}\]
sin \theta is negative in the _____ and the fourth quadrant.
- A) second
- B) first
- C) third
- D) fourth
\[The\,\,function\,\,y = \sin 3x\,\,has\,period...\]
- A) \[\pi \]
- B) \[2\pi \]
- C) \[\frac{\pi }{2}\]
- D) \[\frac{{2\pi }}{3}\]
\sin 2A = \_\_\_\_\_\,.
- A) {\cos ^2}A + {\sin ^2}A
- B) {\cos ^2}A - {\sin ^2}A
- C) 1 - 2{\sin ^2}A
- D) 2\sin A\,\,\cos A
The center of a circle having equation {(x + 2)^2} + {(y - 5)^2} - 36 = 0 is at.........
- A) (2,-5)
- B) (-2,5)
- C) (-2,-5)
- D) (2,5)
cos\theta is positive in the ___________ quadrant.
- A) I
- B) II
- C) III
- D) Both I and II
\[\tan (\theta + \pi )\]=
- A) \[\sec \theta \]
- B) \[\tan \theta \]
- C) \[ - \tan \theta \]
- D) \[\cot \theta \]
$\cot \theta = $
- A) $\frac{{sin\theta }}{{\cos \theta }}$
- B) $\frac{{\sin \theta }}{{\cot \theta }}$
- C) $\frac{{\cos ec\theta }}{{\cos \theta }}$
- D) $\frac{{\cos \theta }}{{\sin \theta }}$
Equation of a circle centred at (-5,0) and radius $\sqrt 9 $ is .......
- A) ${(x+5)^2} + {y^2} = 9$
- B) ${(x-5)^2} + {(y + 5)^2} = 9$
- C) ${x^2} + {(y + 5)^2} = 81$
- D) ${x^2} + {(y - 5)^2} = 81$
\[\sin (\theta + 2\pi ) = \]
- A) \[ - \sin \theta \]
- B) \[\cos \theta \]
- C) \[\sin \theta \]
- D) \[ - \cos \theta \]
$\tan \theta = $
- A) $\frac{{\sin \theta }}{{\cos \theta }}$
- B) $\frac{{\cot \theta }}{{\sin \theta }}$
- C) $\frac{{\cot \theta }}{{\cos \theta }}$
- D) $\frac{{\cos \theta }}{{\sin \theta }}$
The midpoint of the line segment with the endpoints (−1, 1), (7, −5) is
- A) (-4,2)
- B) (4,-2)
- C) (3,2)
- D) (3,-2)
The midpoint of the line segment with the endpoints (−4, 4), (−2, 2) is
- A) (-3,3)
- B) (2,2)
- C) (-2,-2)
- D) (-6, 6)
What is the period of the following trigonometric function: m(t)=−3cot(−2t)
- A) ω=π/2
- B) ω=π
- C) ω=−π
- D) ω=π/3