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Divide [-2,2] into (a) 10 subintervals (b) 1000 subintervals of the same length. Then use this division to find an aproximation of the length of the upper portion of the ellipse x^2+2 y^2 = 4. Share your spreadsheet, or any other code that allowed you to get an approximation.

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Answer:

Step-by-step explanation: see attachment

Divide [-2,2] into (a) 10 subintervals (b) 1000 subintervals of the same length. Then-example-1
Divide [-2,2] into (a) 10 subintervals (b) 1000 subintervals of the same length. Then-example-2
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