`2^(n-1)sin(pi/n)sin((2pi)/n)....sin((n-1)/n)pi` equals :

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The positive integer value of n greater than 3 satisfying the equation 1/sinπ/n=1sin2π/n+1sin3π/n is The positive integer value of n greater than 3 satisfying the equation 1/sinπ/n=1sin2π/n+1sin3π/n is
lim_( n to oo) (sin (pi)/(2n) . sin (2pi)/(2n). sin (3pi)/(2n)......sin((n -1) pi)/(2n))^(1//n)i... lim_( n to oo) (sin (pi)/(2n) . sin (2pi)/(2n). sin (3pi)/(2n)......sin((n -1) pi)/(2n))^(1//n)i...
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(lim)┬(n→∞)⁡〖(sin π/2n.sin 2π/2n.sin 3π/2n…….sin ((n-1)π)/2n)^(1/n) 〗 is equal to: a)1/2 b) 1/3 (lim)┬(n→∞)⁡〖(sin π/2n.sin 2π/2n.sin 3π/2n…….sin ((n-1)π)/2n)^(1/n) 〗 is equal to: a)1/2 b) 1/3
The value of `sin pi/n + sin (3pi)/n+ sin (5pi)/n+...` to n terms is equal to The value of `sin pi/n + sin (3pi)/n+ sin (5pi)/n+...` to n terms is equal to