6) For computers, the machine epsilon & can also be thought of as the smallest number...

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6) For computers, the machine epsilon & can also be thought of as the smallest number that when added to one gives a number greater than 1. An algorithm based on this idea can be developed as Step 1: Set &= 1 Step 2: If 1 + & is less than or equal to 1 then go to Step 5. Otherwise go to Step 3 Step 3: &= /2 Step 4: Return to Step 2 Step 5: 2 x Use Python and Jupyter Notebook to determine the machine . (10 Points) 6) For computers, the machine epsilon & can also be thought of as the smallest number that when added to one gives a number greater than 1. An algorithm based on this idea can be developed as Step 1: Set &= 1 Step 2: If 1 + & is less than or equal to 1 then go to Step 5. Otherwise go to Step 3 Step 3: &= /2 Step 4: Return to Step 2 Step 5: 2 x Use Python and Jupyter Notebook to determine the machine . (10 Points)