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Introduction to Trigonometry,Areas Related to Circles

Jan 24, 8:00 PM

90 minutes

Jan 25, 12:00 AM

30.0 marks

MCQ

18 questions

Satish Kumar

I am well qualified teacher with much experience. Ready to give knowledge to build your career.

Class Details

Maths

Physics

CLASSXE/M

Maths

Physics

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Question Text

Question 1 :
If the radius and arc length of a sector are 17 cm and 27 cm respectively, then the perimeter is

Question 2 :
Circular dome is a 3D example of which kind of sector of the circle?

Question 3 :
A cord in the form of square encloses the area 'S'$ \displaystyle cm^{2} $ If the same cord is bent into the form of a circle then the area of the circle is

Question 4 :
Area of a sector having radius 12 cm and arc length 21 cm is

Question 5 :
A circular disc of radius $10 cm$ is divided into sectors with angles $120^o$ and $150^o$, then the ratio of the area of two sectors is

Question 6 :
If the sector of a circle of diameter $14 cm$ subtends an angle of $30^{\circ}$ at the centre, then its area is

Question 7 :
The diameter of two circles are $32 cm$ and $24 cm$. Find the radius of the circle having its area equal to sum of the area of the two given circle.

Question 8 :
The area of a circle drawn with its diameter as the diagonal of a cube of side of length 1 cm each is :

Question 9 :
A wire bent in the form a square incloses an area of 484 $\displaystyle m^{2}$ but if the same wire is bent in the form of a circle the area enclosed will be <br>

Question 10 :
Express$\displaystyle \cos { { 79 }^{ o } } +\sec { { 79 }^{ o } }$ in terms of angles between$\displaystyle { 0 }^{ o }$ and$\displaystyle { 45 }^{ o }$

Question 13 :
Choose and write the correct alternative.<br>If $3 \sin \theta = 4 \cos \theta$ then $\cot \theta = ?$<br>

Question 14 :
If $sin({ 90 }^{ 0 }-\theta )=\dfrac { 3 }{ 7 } $, then $cos\theta $

Question 15 :
What is the value of $\displaystyle { \sin }^{ 2 }{ 35 }^{ o }+{ \sin }^{ 2 }{ 55 }^{ o }$ ?

Question 18 :
If $\displaystyle \frac{x}{a}\cos \theta +\frac{y}{b}\sin \theta =1,\frac{x}{a}\sin \theta-\frac{y}{b}\cos \theta=1,$ then eliminate $\theta $<br>

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