Question
A Lindenmayer system (L-system) works by starting with an initial string, and applying replacement rules in parallelsay by replacing all occurrences of F with FLFRRFLF.
A Lindenmayer system (L-system) works by starting with an initial string, and applying replacement rules in parallel—say by replacing all occurrences of F with FLFRRFLF. If the initial string is FRRFRRF, then after one iteration we obtain FLFRRFLFRRFLFRRFLFRRFLFRRFLF. Use these rules to develop a Turtle client to draw the Koch snowflake. Interpret F as meaning go one step forward with the pen down, L as turn counterclockwise 60 degrees, and R as turn clockwise 60 degrees. Then, the string after the nth iteration is an order n Koch snowflake. Compose a Java program Lindenmayer that takes a command-line argument n and prints the instructions for producing an order n Koch snowflake. Hint: Use the method String.replaceAll().
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Answer 1 Introduction A Lindenmayer system Lsystem is a parallel rewriting system that uses a string of symbols as an initial string to which replacement rules are applied in order to generate a fract...Get Instant Access to Expert-Tailored Solutions
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