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Craps program java

Feb 02,  · Can you guys help me out? I'm trying to create a very simple game of craps but having some trouble. Below are the rules . erikespana / Programming-in-Java. Code. Issues 0. Pull requests 0. Projects 0 Insights Permalink. Programming-in-Java / craps / CREUSE-NEWS.EU Fetching. Related Java Topics beta. Java Craps Game; Craps Game; Java Craps Program Help With OOP - Trouble With Bet Method And Win Condition; Craps Game Problem;.

Craps Game Java

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Craps.java

I think it's easiest if I start by stepping through your code, line by line and then see what happens when I get to the stuff that's bugging me: You should really indent the code inside your main-method Additionally I personally prefer System. A Scanner is not a Keyboard! Don't number your variables!

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Do not number your variables. You can have that easier already: Don't do that it's confusing and trips people up. Declare variables as close as possible to their usage. Oh right, this is number one?

What is the difference between keyboard and keyboard4? Don't declare stuff you already declared again! Instead reuse your already declared keyboard And again you have the same problem when I input things like Remember what we did earlier.. This is our first candidate to extract into a method. What are we doing? We are prompting user input and expect a double out of it. We need a string to ask the user for something.

Well then our method head and also body is clear: How about taking that new Scanner System. This makes the first line unneeded Either we get in a validation for the input right there or we skip the assignment: It's not really much shorter, but I think you now can read over it and understand it faster now. The point is, you can drastically change your code by extracting repetitve blocks of logic into methods and elements common to these logic steps into class-level fields.

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Craps probability tree

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Determination of Probabilities 1: Tree Diagrams We will discuss three ways of determining probabilities: Resampling will be discussed in the next chapter and enumeration is what we have been doing.

For instance, we solved the probability of a "7" or "11" in the game of craps by listing the sample space and just observing the number of times we get "7" or "11". This gets tedious very quickly and for many problems is quite unrealistic. For example consider the following problem: Suppose we have an urn with 30 blue balls and 50 red balls in it and that these balls are identical except for color. Suppose further the balls are well mixed and that we draw 3 balls, without replacement.

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Determine the probability that the balls are all of the same color. Even for this simple problem there are elements in the sample space. But note that this problem is sequential in nature; i. We will draw our trees horizontally. So for this problem, begin by putting a dot on the center left side of your paper. Then for the first ball, it is either blue or red.

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Step 1 Next do the second step at each of the ends of the first step. The second ball is either blue or red. Now you try the second step at the "R" of the first step. Step 2 Hey this is easy stuff!

Now you try the third step. The ball can be blue or red so there will be two branches at the end of the four second step branches. If you have done it right, your tree diagram at the end of the third and last step should look like: Step 3 Look at the node of the final "B", "B", "B" branch. This means blue ball on first step, blue ball on second step, and blue ball on third step.

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