1. The equation of vertical asymptote of y=cosecx is: A) x=0 B) y=0 C) x=pi D) y=infinity 2. The period of the trigonometric function y=sin x cosx is: A) 2 pi B) pi C) 4 pi D) pi/2 3. The number of x-intercepts of y=sinx in its period A) 0 B) 1 C) 2 D) 3 4. The domain of y=tanx is the set of real numbers except A) x = npi B) x=(2n+1)pi/2 C) x=n pi/2 D) x=(2n+1)pi 5. The trigonometric functions are continuous whenever A) they are defined B) their limit exist C) their period is given D) all are incorrect 6. A railway train is running on a circular track of radius 500 meters at the rate o0f 30 km/h. Through what angle will it turn in 1 sec. A) 1/6 rad B) 1/60 rad C) 1/10 rad D) 6 rad 7. If pi<@<3pi/2 then cos@+sin@ is always A) negative B) positive C) negative or positive D) 0 8. An arc AB of length 5 cm is marked on a circle of radius 3 cm the area of the sector A) 7.5 cm^2 B) 7.5 m^2 C) 75 cm^2 D) 75 m^2 9. . A) B) C) D) 10. If a,b,c are the angles of a triangle ABC then cotacotb+cotbcotc+cotccota= A) 3 B) 2 C) 1 D) 0
2. The period of the trigonometric function y=sin x cosx is:
3. The number of x-intercepts of y=sinx in its period
4. The domain of y=tanx is the set of real numbers except
5. The trigonometric functions are continuous whenever
6. A railway train is running on a circular track of radius 500 meters at the rate o0f 30 km/h. Through what angle will it turn in 1 sec.
7. If pi<@<3pi/2 then cos@+sin@ is always
8. An arc AB of length 5 cm is marked on a circle of radius 3 cm the area of the sector
9. .
10. If a,b,c are the angles of a triangle ABC then cotacotb+cotbcotc+cotccota=
the numbr of x-interceps of y=sinx in its period...... can you please explain it........?
graph banao na tu pta lg jae ga easily nae tu jin pa y zero hta h hai wo x_axiius pa hu gi wo find krne h wo 0,2pi r -2pi hn
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the numbr of x-interceps of y=sinx in its period...... can you please explain it........?
ReplyDeletegraph banao na tu pta lg jae ga easily nae tu jin pa y zero hta h hai wo x_axiius pa hu gi wo find krne h wo 0,2pi r -2pi hn
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