By James F. Korsh
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The next chapter discusses record and array information and pointers. 10: Summary 55 56 Exercises Exercises 1. 1 suppose there are n = 100 houses and you must visit houses 3, 10, 50, 7, and 82 (in this order). How much distance must you travel in each town? 2. Why do no more nonprimes remain in candidates when factor > ? 3. Explain the difference between a function and program segment implementation of a refinement. 4. a. What determines the largest value of n for which each of the two array implementations for candidates will work?
Where would they go in the program? 1: Bricks 57 17. 3? Suggested Assignments 1. Write and run a program to print all perfect numbers no greater than n. A number is perfect if it is equal to the sum of its factors; thus 6 is a perfect number (6 = 1 + 2 + 3). The program is to create a collection candidates of all candidates for perfect numbers, remove those that are not perfect from candidates, and print the numbers remaining in it. The program must treat the collection with operations set, insert, omit, and belongs as a data abstraction.
8: Time and Storage Requirements Sometimes the time of execution or the storage required by a program, or both, are limited. Analysis helps pinpoint parts of a program whose efficiency may be worth trying to improve, because they are executed frequently or require large amounts of storage. Such analysis can be very difficult, and simulation of the program may be needed for estimates. Simulation means that the program is executed repeatedly for appropriately chosen data, and the results are averaged or otherwise statistically analyzed.