Wylie Mathematics Tournament Ciphering Competition

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Division I Round I – Number 4 In the figure ABC is a right triangle with right angle at B. BD is perpendicular to AC. If CD = 9 and AD = 3, then what is BC + AB + BD to the nearest integer? A D C B
Division I Round I – Number 5 If tan(θ) = 5 find 62 cot(θ) + cos 2 (θ)
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 In t
Page 7 and 8: Division II Round I - Number 4 The
Page 9 and 10: Division II Round I - Number 6 The
Page 11 and 12: Division II Round II Ciphering Part
Page 13 and 14: Division II Round II - Number 2 A s
Page 15 and 16: Division II Round II - Number 4 How
Page 17 and 18: Division II Round II - Number 6 Fin
Page 19 and 20: Division II Round III Ciphering Par
Page 21 and 22: Division II Round III - Number 2 An
Page 23 and 24: Division II Round III - Number 4 Us
Page 25 and 26: Division II Round III - Number 6 Wh
Page 27 and 28: Division I Round I Ciphering Partic
Page 29 and 30: Division I Round I - Number 1 What
Page 31: Division I Round I - Number 3 Suppo
Page 35 and 36: Division I Round I - Number 7 Chipp
Page 37 and 38: Division I Round II - Number 1 If g
Page 39 and 40: Division I Round II - Number 3 If a
Page 41 and 42: Division I Round II - Number 5 Eval
Page 43 and 44: Division I Round II - Number 7 A ma
Page 45 and 46: Division I Round III - Number 1 In
Page 47 and 48: Division I Round III - Number 3 Pat
Page 49 and 50: Division I Round III - Number 5 A c
Page 51 and 52: Division I Round III - Number 7 Sup

Wylie Mathematics Tournament Ciphering Competition

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