Question: PYTHON CODE The sequence of integers is called 'the periodic last' when for some and large enough , . The smallest satisfying this property is

PYTHON CODE

The sequence of integers PYTHON CODE The sequence of integers is called 'the periodic last' when for some and large enough , . The smallest satisfying this property is called 'the periodic last' when for some is called the length of the string period. For example: 13,40,20,10,5,16,8,4,2,1,4,2,1 is and large enough 'the periodic last' and length of the period is 3. For a ,

natural number, , define a recursive sequence: mod 80, when is even. The smallest mod 80, when is odd (a) Write a function cycle_length(m), which for satisfying this property is called the length of the string period.

For example: 13,40,20,10,5,16,8,4,2,1,4,2,1 is 'the periodic last' and length of the period is 3.

For a natural number, natural number , sets the length of the sequence defined in this , define a recursive sequence:

way (b) Write a function max_cycle_length(), which sets and returns the maximum

length of sequence. Please help me! :D (annen dn+k = dn m mod 80, when image text in transcribed is even

image text in transcribed mod 80, when image text in transcribed is odd

(a) Write a function cycle_length(m), which for natural number image text in transcribed , sets the length of the sequence defined in this way

(b) Write a function max_cycle_length(), which sets and returns the maximum length of sequence.

Please help me! :D

(annen dn+k = dn m

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