![Prove that: 8[1+sin(pi/8)][1+sin(3pi/8)][1-sin(5pi/8)][1-sin(7pi/8)] = 1 - S.E.E. Solution](https://4.bp.blogspot.com/-VjuR5Rpk_8I/WlI25_Lv5SI/AAAAAAAAB4s/8oR3UCIMWQg3G2Jnq8sntgVV0-NBmaKrgCLcBGAs/s1600/26229792_1439110492853550_5092531793828485951_n.jpg "Prove that: 8[1+sin(pi/8)][1+sin(3pi/8)][1-sin(5pi/8)][1-sin(7pi/8)] = 1 - S.E.E. Solution")
Prove that: 8[1+sin(pi/8)][1+sin(3pi/8)][1-sin(5pi/8)][1-sin(7pi/8)] = 1 - S.E.E. Solution
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find the value of: ( 1+ cos(pi/8))(1+ cos(3pi/8))(1+ cos(5pi/8))(1+ cos(7pi/ 8)) = ?
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