top button
Flag Notify
    Connect to us
      Site Registration

Site Registration

What is the value of sin^4 1 + sin^4 2 + sin^4 3 + sin^4 4 ... sin^4 88 + sin^4 89 = ?

+1 vote
179 views
What is the value of sin^4 1 + sin^4 2 + sin^4 3 + sin^4 4 ... sin^4 88 + sin^4 89 = ?
posted Aug 10, 2018 by anonymous

Share this puzzle
Facebook Share Button Twitter Share Button LinkedIn Share Button

1 Answer (Check Answer ▼)





Similar Puzzles
0 votes
What is the range of the values of k such that k Cos A - 3 Sin A = k + 1 has a real solution?

What is the range of the values of k such that
k Cos A - 3 Sin A = k + 1

has a real solution?

+1 vote
What would be the value of Sin(50 + A) - Cos(40 - A)

What would be the value of Sin(50 + A) - Cos(40 - A), share your working also?

...