Home
Class 11
MATHS
The positive integer value of n >3 satis...

The positive integer value of `n >3` satisfying the equation `1/(sin(pi/n))=1/(sin((2pi)/n))+1/(sin((3pi)/n))i s`

Promotional Banner

Topper's Solved these Questions

  • BASIC MATHS,LOGARITHIM, TRIGNOMETRIC RATIO AND IDENTITIES AND TRIGNOMETRIC EQUATION

    ALLEN|Exercise EXERCISE (JM)|16 Videos
  • BASIC MATHS,LOGARITHIM, TRIGNOMETRIC RATIO AND IDENTITIES AND TRIGNOMETRIC EQUATION

    ALLEN|Exercise EXERCISE (S-1)|44 Videos
  • BASIC MATHS,LOGARITHIM, TRIGNOMETRIC RATIO AND IDENTITIES AND TRIGNOMETRIC EQUATION

    ALLEN|Exercise EXERCISE (O-1)|55 Videos
  • BASIC MATHS LOGARITHIM TRIGNOMETRIC RATIO AND IDENTITIES AND TRIGNOMETRIC EQUATION

    ALLEN|Exercise ILLUSTRATIONS|39 Videos
  • SOLUTION AND PROPERTIES OF TRIANGLE

    ALLEN|Exercise All Questions|62 Videos

Similar Questions

Explore conceptually related problems

The positive integer value of n>3 satisfying the equation (1)/(sin((pi)/(n)))=(1)/(sin((2 pi)/(n)))+(1)/(sin((3 pi)/(n)))is

The positive integer value of n gt 3 satisfying the equation (1)/(sin((pi)/(n)))=(1)/(sin((2pi)/(n)))+(1)/(sin((3pi)/(n))) is

Evaluate sin((pi)/(n))+sin((3 pi)/(n))+sin((5 pi)/(n))+ to n terms.

The set of values of x satisfying the equation sin3 alpha=4sin alpha sin(x+alpha)sin(x-alpha) is n pi+-(pi)/(4),AA n in Zn pi+-(pi)/(3),AA n in Zn pi+-(pi)/(9),AA n in Zn pi+-(pi)/(12),AA n in Z

The value of z satisfying the equation log z+log z^(2)+...+log z^(n)=0iscos(4m pi)/(n(n+1))+i sin(4m pi)/(n(n+1)),m=12...cos(4m pi)/(n(n+1))-i sin(4m pi)/(n(n+1)),m=12...sin(4m pi)/(n(n+1))+i sin(4m pi)/(n(n+1)),m=12...0

Which of the following set of values of x satisfies the equation 2^(2sin^(2)x-3sin x+1)+2^(2-2sin^(2)x+3sin x)=9? (a) x=n pi+-(pi)/(6),n in I(b)x=n pi+-(pi)/(3),n in I(c)x=n pi,n in I(d)x=2n pi+(pi)/(2),n in I

The general values of theta satisfying the equation 2sin^(2)theta-3sin theta-2=0 is (n in Z).n pi+(-1)^(n)(5)/(6)( b) n pi+(-1)^(n)(pi)/(2)n pi+(-1)^(n)(5 pi)/(6) (d) n pi+(-1)^(n)(7 pi)/(6)

The number of positive integers which satisfy sin((pi)/(4n))+cos((pi)/(4n))=sqrt((n)/(2)) is -