$2$b$)$ Pseudocode $($MS$-$Word Document Submission$)$

NOTE: You are expected to use the Java API Math class to obtain a value for $\frac{?}{PI},$ and to calculate the power of t radius $($or diameter$)$ raised to $2.$

Write pseudocode for method main, as well as any method$($s$)$ that calculatel volume for a cone.

Include your pseudocode and in your MS Word document.

Note: You are not required to write pseucode for get or set methods or constructors for this assignment, the expectation would be method main and one or two worker methods.

Before Test Table $($MS$-$Word Document Submission$)$

As per the lecture notes, use a table within your MS Word document to test the algorithm for method main. Consider picking numbers that might be expected as input and work through the algorithm documenting expected outputs, you may use a calculator.

You must have $5$ rows!

If there is a problem with the algorithm based on this desk$-$check $($using the test plan$)$ then correct the pseudocode and UML class diagram$($s$)$ and repeat this step again.

Translate the Algorithm into Java

You are to use the Eclipse IDE to create your Java program, use a project name like Assignment $01.$

Don't forget to comment your code files, with the expected code headers

File$-$level comments, similar to an assignment cover page.

Class$-$header comment, just above the class declaration with brief description of the class

Method$-$header comment$($s$),$ just above each method or constructor with brief description

Cite and Reference the web source where you located the formula for the volume of a cone.