Cookies help us deliver our Services. By using our Services or clicking I agree, you agree to our use of cookies. Learn More.
converging to it
arcCos(degrees)[sqrt(4)/4] - 4 + sqrt(4) = 58
(arcCos(degrees)[-(sqrt(4)/4)] - sqrt(4))/sqrt(4) = 59
44 + 4*4 = 60
arcCos(degrees)[sqrt(4)/4] +4/4 = 61
arcCos(degrees)[sqrt(4)/4] - sqrt(4) + 4 = 62
(4^4 - 4)/4 = 63
4^(4 -(4/4)) = 64
arcCos(degrees)[sqrt(4)/4] + sqrt(4)/.4 = 65
arcCos(degrees)[sqrt(4)/4] + sqrt(4) + 4 = 66
arctan[4/4] + 4/.4 = 67 in arithmetic mod(8) Yeah bit dodgy this one! 😳🙂 do I assume it's not allowed?
Originally posted by Agerg arctan[4/4] + 4/.4 = 67 in arithmetic mod(8) Yeah bit dodgy this one! 😳🙂 do I assume it's not allowed?
hehe...thought so 🙂 (thinking cap off...frustration cap on!)
arctan(degrees)[4/4] + 4! -sqrt(4) = 67
arcCos(degrees)[sqrt(4)/4] + 4 + 4 = 68
arctan(degrees)[sqrt(4)/(sqrt(4)*sqrt(4))] + 4! = 69
