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1. Modify your solution to #8 so that if an ellipse is touched by the mouse, it turns permanently green.Bonus (up to +5): a green ellipse stops moving, but recovers after 5 seconds, returning to its old color and regaining its ability to move.
2. Implement a "lunar lander" simulation. The lander will fall according to gravity, but by firing the rockets (press spacebar) you can slow its fall (accelerate upwards). If the lander touches the ground with less than a certain speed, it landed safely, otherwise it crashed.
Bonus (up to +3): allow rockets to fire side to side also, and have a "safe landing" zone, where landing outside the safe zone counts as a crash.
Introduction Each module of the course includes a programming project. However, for Modules 5 and 6 we will do a single project to cover both. The purpose of the programming p
Given strings s 1 and s 2 of lengths m and n respectively, a minimum cover of s 1 by s 2 is a decomposition s1 = w 1 w 2 .... wk, where each w i is a non-empty substring of s
A deterministic finite automaton (DFA) is an abstract machine that reads input from a serial (nonreversible) stream and changes between a finite number of states according to the
Expertsmind brings you unique solution in java assignments Multithreaded Programming Java provides built-in support for multithreaded selection. A multithreaded applicatio
Procedure-oriented programming (POP):- This is a top-down programming approach, where the problem is viewed as a sequence of tasks to be done such as calculating, printing etc. A n
The objectives of this assignment are to test your ability to create XML documents to contain well-defined information. This assignment will be used further in Assignment 2, so ple
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The following function calls supposedly write a single new-line character, but some are incorrect. Identify which calls don't work and explain why. printf("%c", '\n');
Write a Prolog predicate remove_nth(N,L1,L2) that is true if list L2 is just list L1 with its Nth element removed. If L1 does not have an Nth element then the predicate should fail
Suppose L is a context-free language and L' is regular. Show that L∩ L' is a context- free language. Specifically, if you're given a PDA diagram of L and a DFA diagram for L' , des
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