1. 11 is the smallest whole number which gives a remainder of 1 when
it is divided by 2, a remainder of 2 when it is divided by 3, and a
remainder of 3 when it is divided by 4. What is the second smallest
whole number which meets these criteria?
2. The sum of two numbers is 98. Their difference is 40. What is
their product?
3. A cafeteria has 2 lunch lines. Students in one lunch line are
served at the rate of 24 students every 5 minutes, and students in
the other are served at the rate of 12 students every 2 minutes. At
these rates, how many minutes will it take to serve 216 students?
4. If this pattern continues, what will be the tenth fraction?
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5. In 1991, one U.S. dollar was worth $1.15 in Canada. In 2001, a
Canadian dollar is worth $0.69 in the United States. If Joe bought
U.S. dollars with $100 worth of Canadian money in 1991, what would
its value be (to the nearest Canadian dollar) if he changed it back
to Canadian dollars in 2001.
6. How many dots will be in the tenth design?

7. On the navigation chart of San Juan Islands 5 inches represents 7
nautical miles. The chart distance from Deception Pass to Iceberg
Point is
inches, from Iceberg Point to San Juan Channel is
inches, from San Juan Channel to Turn Island is
inches, and from Turn Island to Friday Harbor is
inches. If a boat travels 14 knots (14 nautical miles per hour), how
long, to the nearest tenth of a minute, will it take to get from
Deception Pass to Friday Harbor (by way of Iceberg Point, San Juan
Channel, and Turn Island)?
