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CHAP. 21
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CONDITIONAL STATEMENTS AND INTEGER TYPES
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An integer m is a multiple of an integer n if the remainder from the integer division of m by n is 0. So the compound condition m % n == 0 I I n % m == 0 tests whether either is a multiple of the other: main0 1 int m, n; tin >> m >> n; tout << (m % n == 0 II n % m == 0 'multiple" :
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"not") << endl;
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The value of the conditional expression will be either I mu1 t ipl e I o r I not I , according to whether the compound condition is true. So sending the complete conditional expression to the output stream produces the desired result.
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Write and run a program that simulates a simple calculator. It reads two integers and a character. If the character is a +, the sum is printed; if it is a -, the difference is printed; if it is a *, the product is printed; if it is a / , the quotient is printed; and if it is a %, the remainder is printed. Use a swi tch statement.
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The character representing the operation should be the control variable for the swi
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tch statement:
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int x, y; char op; tout << "Enter two integers: fl; tin >> x >> y; tout << "Enter an operator: II; tin >> op; switch (op) { case '+I: tout << x + y << endl; case I--': tout << x - y << endl; case I*': tout << x * y << endl; case '/I: tout << x / y << endl; case '%I: tout << x % y << endl;
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In each of the five cases, we simply print the value of the corresponding arithmetic operation and then
CONDITIONAL STATEMENTS AND INTEGER TYPES
[CHAP. 2
Write and run a program that plays the game of Rock, paper, scissors. In this game, two players simultaneously say (or display a hand symbol representing) either rock, paper, or scissors. The winner is the one whose choice dominates the other. The rules are: paper dominates (wraps) rock, rock dominates (breaks) scissors, and scissors dominate (cut) paper. Use enumerated types for the choices and for the results.
First define the two enum types Choice and Result. Then declare variables choicel, choice2, and result of these types, and use an integer n to get the required input and assign it to them: enum Choice {ro ck, paper I scissors}; enum Result {pl ayerl, player2, tie}; main0 { int n; Choice choicel, choice2; Result result; tout << "Choose rock (0), paper (l), or scissors (2):\n"; tout << "Player #l: '; tin >> n; choice1 = Choice(n); tout << "Player #2: 'I; tin >> n; choice2 = Choice(n); if (choice1 == choice2) result = tie; else if (choice1 == rock) if (choice2 == paper) result = player2; else result = playerl; else if (choice1 == paper) if (choice2 == rock)'result = playerl; else result = player2; else // (choice1 == scissors) if (choice2 == rock) result = player2; else result = playerl; if (result == tie) tout -c< "\tYou tied.\n"; else if (result == playerl) tout << "\tPlayer #l wins.\n"; else tout << "\tPlayer #2 wins.\n"; >
C%aose rock (O), paper (I), or sckssors Player 40: 2 Player #2: Q Player #2 wins.
(2):
Through a series of nested if statements, we are able to cover all the possibilities.
CHAP. 21
CONDITIONAL STATEMENTS AND INTEGER TYPES
Write and test a program that solves quadratic equations.
A quadratic equation is an equation of the form ax2 + bx + c = 0, where a, b, and c are given coefficients and x is the unknown. The coefficients are real number inputs, so they should be declared of type float or double. Since quadratic equations typically have two solutions, we ll use xl and x2 for the solutions to be output. These should be declared of type doubl e to avoid inaccuracies from round-off error. The solution(s) to the quadratic equation is given by the quadratic formula:
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