3.2 Basic Racket
You must complete this assignment by yourself.
You must submit this in an archive named "basic.zip".
This archive must contain a folder named "basic".
This folder must contain all the files specified below.
You must attach "basic.zip" to an email whose subject is "BYU - Fall 2011 - CS 330 - basic" and whose message body contains the name of everyone on your team (each on a separate line.)
You must send this email to jay@cs.byu.edu before 5pm (Provo time) on 9/1.
Ensure that what you are satisfied with what you submit, because only your chronologically first submission will be graded.
Ensure that you follow these instructions exactly, since submissions that do not meet these requirements (i.e. do not have the correct format) will receive no credit, despite the time and energy you put into the assignment.
Please see Turn In Policy for more information.
You must submit this in a file named "basic.rkt".
Develop the following functions and datatypes in the Beginning Student language.
The local supermarket needs a program that can compute the value of a bag of coins.
sum-coins produces the amount of money in the bag.
You will want to use check-within to test this.
Produces the amount of tax owed. For a gross pay of $240 or less, the tax is 0%; for over $240 and $480 or less,
the tax rate is 15%; and for any pay over $480, the tax rate is 28%.
Determines the net pay of an employee, which is the gross pay minus the tax. Assume the hourly pay rate is $12.
The function consumes the coefficients
a,
b, and
c of a quadratic equation. It then determines
whether the equation is degenerate and, if not, how many solutions the equation has. The function produces one of four symbols:
'degenerate,
'two,
'one, or
'none. An equation is degenerate if
(= a 0).
Represents points in time since midnight. Define using
define-struct.
Returns the number of seconds from t1 to t2.
Represents two dimensional points.
Represents circles.
Represents squares.
Represents rectangles.
Computes the area of the shape.
You will want to use check-within to test this.
Produces a shape whose key position is moved by delta pixels in the x direction.
Returns
true if
p is within the shape,
false otherwise.