Chapter 3
| ![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMIEU7Ae3miDbt9si1wYEL8QiaRyihlxdaCNA6PYFZUGLuEHSV_IU0WyBJggb0BPMOXZFs2cYt2ztFHstNx6dkw-D0jm-hGf4hma4kZ-zctkG8f3HCjj2wJMyMYDygug3LeWIcKP5tekA/s1600/unnamed.jpg) |
The Heap Quiz Assignment was to match each reference variable with matching object(s). Which taught me how to identify which object belong to with reference variable using the Heap analogy. |
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhR0J5O25-SWmwbGVmPurocaePC4ZQTCI55rqB7f3uhWGAk1CPgaoo4iFiJRGQvAlKy1TK5ZKTriN2BBLmv04cPNvQbAb2ln7LPC0TYTjpMNA6Om7BytUA2jRzXE_HfWNv9YeK_j6XC9gk/s1600/ffr.jpg) |
In this particular assignment i had to find the mistake in each of the following pieces of code and explain why they were wrong and what could be done to fix it. This worksheet helps with debugging skills and abilities. |
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQ4m6lEOWp5kWYLg6mwuTpvZyrRnCSpNExoXzhg_Uo2aO9fN8IcRKKvE-YMWfa7tHcyCvv-wlwYPclEAXLdnSjFFNYH7c771pVn22rPEKMARGXo_XiYwCzdmQe3Gy-AwtX6JrxreOOQTQ/s1600/fg.jpg) |
This program was a fill-in-the-blank to help the reader recognize what the program is doing and how it can be completed. |
Main Points
- · Variables
come in two flavors: primitive and reference.
- ·
Variables
must always be declared with a name and a type.
- ·
A
primitive variable value is the bits representing the value (5, ‘a’, true,
3.1416, etc.).
- ·
A
reference variable value is the bits representing a way to get to an object on
the heap.
- ·
A
reference variable is like a remote control.
- ·
Using
the dot operator (.) on a reference variable is like pressing a button on the
remote control to access a method or instance variable.
- ·
A
reference variable has a value of Null when it is not referencing any object.
- ·
An
array is always an object, even if the array is declared to hold primitives.
There is no such thing as a primitive array, only an array that holds primitives.
One thing I thought was interesting and helpful was the use of arrays. An array is an object that hold primitives. This allows making object much easier and faster by assigning reference variable for the objects.
![](data:image/png;base64,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) 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Code program for random student chooser |