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To Answer the Following Question, Refer to the Mandelbrot Replacement

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To answer the following question, refer to the Mandelbrot replacement process described by:
Start: Choose an arbitrary complex number s , called the seed of the Mandelbrot sequence. Set the seed s as the initial term of the sequence: To answer the following question, refer to the Mandelbrot replacement process described by:  Start: Choose an arbitrary complex number  s , called the seed of the Mandelbrot sequence. Set the seed  s  as the initial term of the sequence:    Recursive Procedure: To find the next term in the sequence, square the preceding term and add the seed:   If the seed is   , then find the term
Recursive Procedure: To find the next term in the sequence, square the preceding term and add the seed: To answer the following question, refer to the Mandelbrot replacement process described by:  Start: Choose an arbitrary complex number  s , called the seed of the Mandelbrot sequence. Set the seed  s  as the initial term of the sequence:    Recursive Procedure: To find the next term in the sequence, square the preceding term and add the seed:   If the seed is   , then find the term
If the seed is To answer the following question, refer to the Mandelbrot replacement process described by:  Start: Choose an arbitrary complex number  s , called the seed of the Mandelbrot sequence. Set the seed  s  as the initial term of the sequence:    Recursive Procedure: To find the next term in the sequence, square the preceding term and add the seed:   If the seed is   , then find the term  , then find the term To answer the following question, refer to the Mandelbrot replacement process described by:  Start: Choose an arbitrary complex number  s , called the seed of the Mandelbrot sequence. Set the seed  s  as the initial term of the sequence:    Recursive Procedure: To find the next term in the sequence, square the preceding term and add the seed:   If the seed is   , then find the term


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