Quick Review
Integers are used for holding whole numbers. When using integers, keep an eye out for overflow and integer division problems. Use the int type when the size of an integer doesn’t matter. Use fixed-width integers when the precise size of an integer is important (either due to range or memory usage concerns).
Floating point numbers are used for holding real numbers (which can have fractional components). When using floating point numbers, keep an eye out for precision issues, rounding errors, and comparison issues.
Boolean values hold only true and false. They do not have any major issues.
Char values are integers that can be interpreted as an ASCII value. When using chars, be careful not to mix up ASCII code values and numbers, and watch for overflow and integer division problems.
Use the const keyword to declare symbolic constants instead of #define. It’s safer.
Comprehensive quiz
Question 1
Why are symbolic constants usually a better choice than literal constants? Why are const symbolic constants usually a better choice than #defined symbolic constants?
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Question 2
Pick the appropriate data type for a variable in each of the following situations. Be as specific as possible. If the answer is an integer, pick either int, long, or a a specific fixed-width integer type (e.g. int16_t) based on range. If the variable should be const, say so.
a) The age of the user (in years)
b) Whether the user wants color or not
c) pi (3.14159265)
d) The number of pages in a textbook (assume size is important)
e) Your height in inches (to 2 decimal places)
f) How many times you’ve blinked since you were born (note: answer is in the millions)
g) A user selecting an option from a menu by letter
h) The year someone was born (assuming size is important)
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Question 3
Note: The quizzes get more challenging starting here. These quizzes that ask you to write a program are designed to ensure you can integrate multiple concepts that have been presented throughout the lessons. You should be prepared to spend some time with these problems. If you’re new to programming, you shouldn’t expect to be able to answer these immediately.
Remember, the goal here is to help you pinpoint what you know, and which concepts you may need to spend additional time on. If you find yourself struggling a bit, that’s okay. Here are some tips:
If you are truly stuck, feel free to look at the solution, but take the time to make sure you understand what each line does before proceeding. As long as you leave understanding the concepts, it doesn’t matter so much whether you were able to get it yourself, or had to look at the solution before proceeding. |
Write the following program: The user is asked to enter 2 floating point numbers (use doubles). The user is then asked to enter one of the following mathematical symbols: +, -, *, or /. The program computes the answer on the two numbers the user entered and prints the results. If the user enters an invalid symbol, the program should print nothing.
Example of program:
Enter a double value: 6.2 Enter a double value: 5 Enter one of the following: +, -, *, or /: * 6.2 * 5 is 31
Hint: Write three functions: one to get a double value, one to get the arithmetic symbol, and one to calculate and print the answer.
Hint: You can check if the user has entered a plus symbol using an if statement, covered in section 2.6 -- Boolean values ^{[2]}. Use if/else statements to check whether the user has entered any of the arithmetic symbols.
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Extra Credit: Question 4
This one is a little more challenging. Write a short program to simulate a ball being dropped off of a tower. To start, the user should be asked for the height of the tower in meters. Assume normal gravity (9.8 m/s^{2}), and that the ball has no initial velocity (the ball is not moving to start). Have the program output the height of the ball above the ground after 0, 1, 2, 3, 4, and 5 seconds. The ball should not go underneath the ground (height 0).
Your program should include a header file named constants.h that includes a namespace called myConstants. In the myConstants namespace, define a symbolic constant to hold the value of gravity (9.8). See section 2.9 -- Symbolic constants and the const keyword ^{[3]} for a reminder on how to do this.
Use a function to calculate the height of the ball after x seconds. The function can calculate how far the ball has fallen after x seconds using the following formula: distance fallen = gravity_constant * x_seconds^{2} / 2
Sample output:
Enter the height of the tower in meters: 100 At 0 seconds, the ball is at height: 100 meters At 1 seconds, the ball is at height: 95.1 meters At 2 seconds, the ball is at height: 80.4 meters At 3 seconds, the ball is at height: 55.9 meters At 4 seconds, the ball is at height: 21.6 meters At 5 seconds, the ball is on the ground.
Note: Depending on the height of the tower, the ball may not reach the ground in 5 seconds -- that’s okay. We’ll improve this program once we’ve covered loops.
Note: The ^ symbol isn’t an exponent in C++. Implement the formula using multiplication instead of exponentiation.
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3.1 -- Operator precedence and associativity ^{[4]} |
Index ^{[5]} |
2.9 -- Const, constexpr, and symbolic constants ^{[6]} |