Wylie Mathematics Tournament Ciphering Competition

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Division II Round II – Number 5 If f(x) = 1 − 1 1−x , what is the value of the following expression: f(f(· · · (f(3)) · · · )) where there are 2006 f ′ s in the composition?
Division II Round II – Number 6 How many positive integers less than the base 5 number 432 are divisible by 4?
Page 1 and 2: Furman University Wylie Mathematics
Page 3 and 4: Division II Round I Ciphering Parti
Page 5 and 6: Division II Round I - Number 2 Supp
Page 7 and 8: Division II Round I - Number 4 What
Page 9 and 10: Division II Round I - Number 6 In w
Page 11 and 12: Division II Round II Ciphering Part
Page 13 and 14: Division II Round II - Number 2 If
Page 15: Division II Round II - Number 4 Whi
Page 19 and 20: Division II Round III Ciphering Par
Page 21 and 22: Division II Round III - Number 2 Th
Page 23 and 24: Division II Round III - Number 4 If
Page 25 and 26: Division II Round III - Number 6 I
Page 27 and 28: Division I Round I Ciphering Partic
Page 29 and 30: Division I Round I - Number 1 How m
Page 31 and 32: Division I Round I - Number 3 Point
Page 33 and 34: Division I Round I - Number 5 The l
Page 35 and 36: Division I Round I - Number 7 Find
Page 37 and 38: Division I Round II - Number 1 For
Page 39 and 40: Division I Round II - Number 3 Mick
Page 41 and 42: Division I Round II - Number 5 In t
Page 43 and 44: Division I Round II - Number 7 You
Page 45 and 46: Division I Round III - Number 1 My
Page 47 and 48: Division I Round III - Number 3 Aft
Page 49 and 50: Division I Round III - Number 5 Dar
Page 51 and 52: Division I Round III - Number 7 Wha

Wylie Mathematics Tournament Ciphering Competition

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