Forgot password? New user? Sign up
Existing user? Log in
1sin(πn)=1sin(2πn)+1sin(3πn) \large \frac 1 { \sin \left ( \frac \pi n \right ) } = \frac 1 { \sin \left ( \frac {2\pi} n \right ) } + \frac 1 { \sin \left ( \frac {3\pi} n \right ) } sin(nπ)1=sin(n2π)1+sin(n3π)1
Find the positive integer value of n>3n>3 n>3 satisfying the equation above.
Problem Loading...
Note Loading...
Set Loading...