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abhas
Trignometry question cos x. sin y=1 & 0<=x<=3pie Vote_lcapTrignometry question cos x. sin y=1 & 0<=x<=3pie Voting_barTrignometry question cos x. sin y=1 & 0<=x<=3pie Vote_rcap 
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Trignometry question cos x. sin y=1 & 0<=x<=3pie Vote_lcapTrignometry question cos x. sin y=1 & 0<=x<=3pie Voting_barTrignometry question cos x. sin y=1 & 0<=x<=3pie Vote_rcap 
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Trignometry question cos x. sin y=1 & 0<=x<=3pie

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abhas
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abhas


Trignometry question cos x. sin y=1 & 0<=x<=3pie Vide
PostSubject: Trignometry question cos x. sin y=1 & 0<=x<=3pie Trignometry question cos x. sin y=1 & 0<=x<=3pie EmptyWed Jul 09, 2008 10:15 pm

if 0<=x<=3pie , 0<=y<=3pie and cos x. sin y=1 the possible number.of ordered pair of (x,y) is
a)4
b)8
c)6
d)12
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abhas
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abhas


Trignometry question cos x. sin y=1 & 0<=x<=3pie Vide
PostSubject: Re: Trignometry question cos x. sin y=1 & 0<=x<=3pie Trignometry question cos x. sin y=1 & 0<=x<=3pie EmptyWed Jul 09, 2008 10:29 pm

hint:
-1<=cos x<=1, -1<=siny<=1. So, cos x. siny<=1. Equality occurs if cosx = 1 and siny =1 or cosx = -1 and siny = -1. From this obtain the possible pairs
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abhas
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abhas


Trignometry question cos x. sin y=1 & 0<=x<=3pie Vide
PostSubject: Re: Trignometry question cos x. sin y=1 & 0<=x<=3pie Trignometry question cos x. sin y=1 & 0<=x<=3pie EmptyThu Jul 10, 2008 12:44 pm

other method:-
SOLNS EXIST WEN cosx =1 and cosecy=1 ie x=0,2pi y=pi/2,5pi/2 =>4solns


and


wen


cosx =-1 and cosecy=-1 ie x=pi,3pi y=3pi/2 =>2 solns


in total 6 ans
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Trignometry question cos x. sin y=1 & 0<=x<=3pie Vide
PostSubject: Re: Trignometry question cos x. sin y=1 & 0<=x<=3pie Trignometry question cos x. sin y=1 & 0<=x<=3pie Empty

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