1. Write a similar Python code that generates and prints out the first 100 members of...
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1. Write a similar Python code that generates and prints out the first 100 members of the sequence a,, where: n = 1 an an-1+2n-1 n>1 2. Take a snapshot of your code and the console after you complete part 1. Describe the sequence a, in a few words. 3. Other than the two ways illustrated in the video, we can create the Fibonacci sequence using the following formula. Write a Python code that generates the first 100 members of the Fibonacci sequence using the following formula: fib √5 Hint: to use mathematical functions like math.sqrt in Python, you need to first write "import math" which imports the math module for you. Also, to raise a number, say x to the power of another number, say y. you can use the following expression "x"y". In this expression, double asterisks represent the power operator. 4. Take a snapshot of your code and the console after you complete part 3. 5. Finally, after participating in the discussion, compare your code and snapshot with your classmates. 1. Write a similar Python code that generates and prints out the first 100 members of the sequence a,, where: n = 1 an an-1+2n-1 n>1 2. Take a snapshot of your code and the console after you complete part 1. Describe the sequence a, in a few words. 3. Other than the two ways illustrated in the video, we can create the Fibonacci sequence using the following formula. Write a Python code that generates the first 100 members of the Fibonacci sequence using the following formula: fib √5 Hint: to use mathematical functions like math.sqrt in Python, you need to first write "import math" which imports the math module for you. Also, to raise a number, say x to the power of another number, say y. you can use the following expression "x"y". In this expression, double asterisks represent the power operator. 4. Take a snapshot of your code and the console after you complete part 3. 5. Finally, after participating in the discussion, compare your code and snapshot with your classmates.
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Related Book For
Income Tax Fundamentals 2013
ISBN: 9781285586618
31st Edition
Authors: Gerald E. Whittenburg, Martha Altus Buller, Steven L Gill
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