Difference between revisions of "CISC181 S2017 Lab1"
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+ | <p style="font-size:40px">[http://nameless.cis.udel.edu/class_data/181_s2017/Lab1_TestCases.pdf Lab #1 tests]</p> | ||
+ | |||
* [http://developer.android.com/sdk/index.html Download Android Studio] and install it on your machine | * [http://developer.android.com/sdk/index.html Download Android Studio] and install it on your machine | ||
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* Either on your machine or on an eCalc machine in lab: | * Either on your machine or on an eCalc machine in lab: | ||
** Make a new project following [[CISC181_S2017_NewAndroidStudioProject | these ]] instructions | ** Make a new project following [[CISC181_S2017_NewAndroidStudioProject | these ]] instructions | ||
− | |||
** Confirm that you can build and run it (by pressing the green triangle button or choosing "Run" from the Run menu) | ** Confirm that you can build and run it (by pressing the green triangle button or choosing "Run" from the Run menu) | ||
− | * | + | ** Add your name and section number in a comment before the class declaration |
− | * | + | ** As explained in the subsections below, modify <tt>static void main()</tt> and create '''two''' other methods: <tt>static void heronsFormula() { ... }</tt> and <tt>static void convertSeconds() { ... }</tt> |
− | ** | + | * Submit your <tt>MyClass.java</tt> on Sakai by '''Friday, February 17''' |
− | ** | + | |
− | + | Use proper [https://google.github.io/styleguide/javaguide.html naming and formatting style] throughout your code. | |
− | + | ||
− | + | ===<tt>static void main(String[] args)</tt>=== | |
− | ** | + | |
+ | Your <tt>main()</tt> should do the following: | ||
+ | |||
+ | * Tell the user (using <tt>println()</tt>) that they can choose either of the two functions above | ||
+ | * Prompt the user to enter a number to choose one of the options (1 for Heron's, 2 for convert seconds) and use the <tt>Scanner</tt> class to read it | ||
+ | * If a valid choice is made, call the corresponding function immediately. Otherwise print an error message | ||
+ | * Let the program end (no loop -- just print prompt, read response, and execute ''one'' time) | ||
+ | |||
+ | ===<tt>static void heronsFormula()</tt>=== | ||
+ | |||
+ | You will compute several geometric identities involving a general triangle with sidelengths ''a'', ''b'', and ''c'' as shown below. | ||
+ | |||
+ | <!--<br>[[Image:Triangle_with_notations_2.svg.png|center|300px]]<br>--> | ||
+ | [[Image:Triangle_with_notations_2.svg.png|300px]] | ||
+ | |||
+ | Your function should: | ||
+ | * Declare these sidelength variables as <tt>double</tt>, prompt the user to enter them, and read each in using the [http://docs.oracle.com/javase/7/docs/api/java/util/Scanner.html <tt>Scanner</tt>] class. | ||
+ | * [http://en.wikipedia.org/wiki/Heron%27s_formula Heron's Formula] gives a method to compute the area ''A'' of the triangle (ignore the fact that A is also the name of one of the triangle vertices). Follow the [http://en.wikipedia.org/wiki/Heron%27s_formula link] and use the first formula to: | ||
+ | ** Derive the ''semi-perimeter'' ''s'' and area ''A'' from ''a'', ''b'', and ''c'' using [http://docs.oracle.com/javase/7/docs/api/java/lang/Math.html Java math] expressions and/or functions | ||
+ | ** Report both ''s'' and ''A'' with <tt>System.out.println()</tt>. | ||
+ | * The [http://en.wikipedia.org/wiki/Law_of_cosines Law of Cosines] can be used to calculate the angle ''γ'' (gamma) between ''a'' and ''b'' (second formula in Applications section of [http://en.wikipedia.org/wiki/Law_of_cosines#Applications link]). <tt>Math.acos()</tt> will give the angle in radians; please convert it to degrees and report it with <tt>System.out.println()</tt> | ||
+ | * You might notice ''a lot'' of decimal places printed in your answers. Change your <tt>println()</tt> to [http://docs.oracle.com/javase/tutorial/java/data/numberformat.html <tt>format</tt>] as necessary to only print '''2''' digits after the decimal for ''s'', ''A'', and ''γ''. | ||
+ | |||
+ | ===<tt>static void convertSeconds()</tt>=== | ||
+ | |||
+ | This method should ask the user to enter an integer which represents a length of time ''t'' in seconds, and then compute and print out the number of ''d'' days, ''h'' hours, ''m'' minutes, and ''s'' seconds corresponding to ''t'' on separate lines. | ||
+ | |||
+ | When you are satisfied that you can calculate ''d'', ''h'', ''m'', and ''s'' correctly, use branching to modify your printing so that you: | ||
+ | * Start with the first non-zero time unit (i.e. do not print leading zero values) | ||
+ | * Print "1 day" instead of "1 days", "1 hour" instead of "1 hours", etc. where appropriate (i.e., do not use plural for a value of 1). Some example outputs are below: | ||
+ | |||
+ | If the user inputs "67", the output should be | ||
+ | |||
+ | 1 minute | ||
+ | 7 seconds | ||
+ | |||
+ | and if they input "8880" the output should be | ||
+ | |||
+ | 2 hours | ||
+ | 28 minutes | ||
+ | 0 seconds | ||
− | + | For this function you may assume that ''t'' is positive, and you do not have to use a <tt>long</tt> |
Latest revision as of 20:42, 26 February 2017
- Download Android Studio and install it on your machine
- Either on your machine or on an eCalc machine in lab:
- Make a new project following these instructions
- Confirm that you can build and run it (by pressing the green triangle button or choosing "Run" from the Run menu)
- Add your name and section number in a comment before the class declaration
- As explained in the subsections below, modify static void main() and create two other methods: static void heronsFormula() { ... } and static void convertSeconds() { ... }
- Submit your MyClass.java on Sakai by Friday, February 17
Use proper naming and formatting style throughout your code.
static void main(String[] args)
Your main() should do the following:
- Tell the user (using println()) that they can choose either of the two functions above
- Prompt the user to enter a number to choose one of the options (1 for Heron's, 2 for convert seconds) and use the Scanner class to read it
- If a valid choice is made, call the corresponding function immediately. Otherwise print an error message
- Let the program end (no loop -- just print prompt, read response, and execute one time)
static void heronsFormula()
You will compute several geometric identities involving a general triangle with sidelengths a, b, and c as shown below.
Your function should:
- Declare these sidelength variables as double, prompt the user to enter them, and read each in using the Scanner class.
- Heron's Formula gives a method to compute the area A of the triangle (ignore the fact that A is also the name of one of the triangle vertices). Follow the link and use the first formula to:
- Derive the semi-perimeter s and area A from a, b, and c using Java math expressions and/or functions
- Report both s and A with System.out.println().
- The Law of Cosines can be used to calculate the angle γ (gamma) between a and b (second formula in Applications section of link). Math.acos() will give the angle in radians; please convert it to degrees and report it with System.out.println()
- You might notice a lot of decimal places printed in your answers. Change your println() to format as necessary to only print 2 digits after the decimal for s, A, and γ.
static void convertSeconds()
This method should ask the user to enter an integer which represents a length of time t in seconds, and then compute and print out the number of d days, h hours, m minutes, and s seconds corresponding to t on separate lines.
When you are satisfied that you can calculate d, h, m, and s correctly, use branching to modify your printing so that you:
- Start with the first non-zero time unit (i.e. do not print leading zero values)
- Print "1 day" instead of "1 days", "1 hour" instead of "1 hours", etc. where appropriate (i.e., do not use plural for a value of 1). Some example outputs are below:
If the user inputs "67", the output should be
1 minute 7 seconds
and if they input "8880" the output should be
2 hours 28 minutes 0 seconds
For this function you may assume that t is positive, and you do not have to use a long