# CISC181 S2019 Lab0

- 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 your partner's name 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() { ... }`

- Both you and your partner for this week should submit an
*identical*`MyClass.java`on Canvas by**midnight of Tuesday, February 19**. But: also submit your own one- or two-sentence evaluation of your partner experience. Were they courteous? Helpful? On time for meetings? Etc. This will only be seen by the instructor and TA.

Use proper naming and formatting style throughout your code.

If you want to get started coding in Java before installing Android Studio, the course page has links to several online coding options.

`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 by entering a single number: 1 for Heron's, 2 for convert seconds - Use the
`Scanner`class to read that number. Check that it really is either 1 or 2 - 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*on a single line, separated by spaces*, 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()`.

- Derive the
- 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*. - To summarize: take in 3 space-separated numbers on a single line, do calculations, and print out 3 numbers on their own lines
*with nothing else*. If illegal values are given (negative sidelengths, or three sidelengths that cannot possibly form a triangle), then print out a one-line error message without doing any calculations.

`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, unless t = 0)
- 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 non-negative, and you do not have to use a `long`