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8.37 Modify the Visual Basic project shown in Examples 7.2 and 8.9 (smallest of two numbers) to determine either the smallest of two numbers or the largest of two numbers (but not both). Add option buttons so that the user may designate his or her choice. Place the labels in a control array and assign the initial properties at run time. Do the same with the the text boxes, the command buttons and the option buttons. Modify the project shown in Example 8.10 (sorting a list of numbers) so that a specified (non-random) list of n numbers can be entered via a series of input boxes, as in Example 8.11. Extend the project developed for the previous problem (sorting a list of numbers) so that any one of the following four rearrangements can be carried out: (a) Smallest to largest, by magnitude (b) Smallest to largest, algebraic (by sign) (c) Largest to smallest, by magnitude (d) Largest to smallest, algebraic
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Note that the numbers within the list need not necessarily be positive. Include a set of option buttons that will allow the user to specify which rearrangement will be used each time the program is executed. Test the program using the following values. 43 83 61 14 94 8.40 85 10 51 49 34 4 71 45 19 50 65 59 32 23 86
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Write a Visual Basic program that will rearrange a list of names into alphabetical order. To do so, enter the names into a one-dimensional string array, with each element representing one complete name. The list of names can then be alphabetized in the same manner that a list of numbers is rearranged from smallest to largest, as in Example 8.10. Use the program to rearrange the following list of names. Washington Adams, J. Jefferson Madison Monroe Adams, J. Q. Jackson Van Buren Harrison, W. H. Tyler Polk Taylor Fillmore Pierce Buchanan Lincoln Johnson, A. Grant Hayes Garfield Arthur Cleveland Harrison, B. McKinley Roosevelt, T. Taft Wilson Harding Coolidge Hoover Roosevelt, F. D. Truman Eisenhower Kennedy Johnson, L. B. Nixon Ford Carter Reagan Bush, G. H. W. Clinton Bush, G. W.
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Modify the Visual Basic project shown in Example 8.11 (deviations about an average) so that it utilizes dynamic arrays. Modify the Visual Basic project shown in Example 8.11 (deviations about an average) so that the original list of numbers and the list of deviations are each displayed in a separate combo box, as in Example 8.10. Display the average value within a separate text box, accompanied by a label. Do the same for the sum of the deviations.
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Write a Visual Basic program that will generate a list of values of the equation y = 2 e 0.1t sin 0.5t for integer values of t ranging from 0 to 60. Place the values in a one-dimensional array. Display the list within a blank portion of the form using the Print statement, as in Example 8.11.
8.44 8.45
Repeat Problem 8.43, displaying the list of calculated values within a combo box, as in Example 8.10. Write a Visual Basic program that will generate a table of sin x, cos x, tan x, loge x and ex. Generate 101 entries for uniformly spaced values of x between 0 and (i.e., let x = 0, /100, 2 /100, . . . , 99 /100, ). Place the values within a multidimensional array. Include a feature that will display the value of all five functions for any tabulated x-value selected from a text box. Write a Visual Basic program that will sum the elements in each row and each column of a table of numbers. Use a multidimensional array to represent the table. Display the sum of each row and the sum of each column. Then calculate the sum of the row sums and the sum of the column sums (they should be equal). Label the sums appropriately. Test the program using the following table of numbers. 6 8 11 13 27 0 15 3 2 3 12 5 1 13 0 4 5 17 9 14 17 18 12 24 8 21 0 7 4 10
Solve Problem 8.46 by calculating the product, rather than the sum, of each row and each column. Then determine the sum of the row products and the sum of the column products (will they be equal ). Write a Visual Basic program that will generate a table of compound interest factors, F/P, where F/P = (1 + i / 100) n In this formula F represents the future value of a given sum of money, P represents its present value, i represents the annual interest rate expressed as a percentage, and n represents the number of years. Use a multidimensional array to represent the table. Let each row in the table correspond to a different value of n, with n ranging from 1 to 20 (hence 20 rows). Let each column represent a different interest rate. Include the following interest rates: 4, 5, 6, 8, 10, 12 and 15 percent (hence a total of seven columns). Be sure to label the rows and columns appropriately.
Probs. 4.52 and 5.42 present the following list of foreign currencies and their U.S. dollar equivalents. 1 U.S. dollar = 0.6 1.4 2.3 6.8 2.0 100 9.5 1.6 British pounds Canadian dollars Dutch guilders French francs German marks Japanese yen Mexican pesos Swiss francs
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