shivam patel 98cf710de9 Update 'ShivamResults.md' | 6 vuotta sitten | |
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src/main/java | 6 vuotta sitten | |
.gitignore | 6 vuotta sitten | |
Bins.class | 6 vuotta sitten | |
Bins.ctxt | 6 vuotta sitten | |
Bins.java | 6 vuotta sitten | |
BinsTest.class | 6 vuotta sitten | |
BinsTest.ctxt | 6 vuotta sitten | |
BinsTest.java | 6 vuotta sitten | |
Dice.class | 6 vuotta sitten | |
Dice.ctxt | 6 vuotta sitten | |
Dice.java | 6 vuotta sitten | |
DiceTest.class | 6 vuotta sitten | |
DiceTest.ctxt | 6 vuotta sitten | |
DiceTest.java | 6 vuotta sitten | |
README.md | 6 vuotta sitten | |
ShivamResults.md | 6 vuotta sitten | |
Simulation.class | 6 vuotta sitten | |
Simulation.ctxt | 6 vuotta sitten | |
Simulation.java | 6 vuotta sitten | |
SimulationTest.class | 6 vuotta sitten | |
SimulationTest.ctxt | 6 vuotta sitten | |
SimulationTest.java | 6 vuotta sitten | |
package.bluej | 6 vuotta sitten | |
pom.xml | 6 vuotta sitten |
Create a Dice class that acts like a set of N random-tossed dies.
Dice dice = new Dice(2); // for craps
Dice dice = new Dice(5); // for yatzee
Integer toss = dice.tossAndSum();
make a couple unit tests for the Dice class.
Create a tracking class Bins that can be used to track these results.
Bins results = new Bins(2, 12); // for bins from 2..12
Integer numberOfTens = results.getBin(10); // returns the number of tens in the 10 bin
results.incrementBin(10); // should increment bin # 10
make a couple unit tests for the Bins class.
Create a Simulation class whose Constructor takes arguments:
numberOfDies to throw
numberOfTosses to run
Create a simulation where two dies are thrown one million times. Keep track of all results.
Simulation sim = new Simulation(2, 10000);
sim.runSimulation();
sim.printResults();
You can use a main() to run the simulations.
In your pull requests, create a new file with your name as the filename. Paul's would be PaulResults.md
Paste a copy of your text results into that file and then submit your pull request.
the results of the sim.printResults() should be an output string that looks like this:
***
Simulation of 2 dice tossed for 1000000 times.
***
2 : 27917: 0.03 **
3 : 55422: 0.06 *****
4 : 83457: 0.08 ********
5 : 110961: 0.11 ***********
6 : 139098: 0.14 *************
7 : 166977: 0.17 ****************
8 : 138386: 0.14 *************
9 : 111102: 0.11 ***********
10 : 83367: 0.08 ********
11 : 55799: 0.06 *****
12 : 27514: 0.03 **