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1. Two cyclists are situated 60 miles apart. One has a falcon on his shoulder. T

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1. Two cyclists are situated 60 miles apart. One has a falcon on his shoulder. The cyclists start riding toward each other at a constant ground speed of 30 mph. The moment they begin, the falcon flies off the first cyclist shoulder toward the other cyclist. The falcon flies at a constant ground speed of 45 mph. When the falcon reaches the other cyclist, he reverses his direction and flies back to the first cyclist (who is now considerably closer). The falcon continues his back and forth pattern until the riders finally meet. How far did the falcon fly? 2. Picture a triangle of circles, a total of 6 circles aligned in a triangle. The first row would have one circle, the second two circles, and the third, of course, would have three circles. Place the numbers 1-6 inclusive in the circles in such a manner that the sides are all equal in their sums. Only one number can be placed into a circle and all numbers must be used.
3. This wouldn’t be forensics unless I included a lawyer problem. A survey reported the results in the local newspaper. The report states that exactly one hundred local lawyers were interviewed. Of the one hundred, seventy-five lawyers own BMWs, ninety-five own Volvos, and fifty lawyers own both a Volvo and a BMW. Within a short period after the report, several lawyers argue that the survey results are incorrect. How can they tell?

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