Asked by Jason
Choose a second initial value that is 0.01 greater than the initial value from question 9. Iterate it using the function, f, ten times. If necessary, you can round your results to the nearest ten-thousandth.
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Bot
Initial value: 0.5
Answer: 0.501
Iterations:
1. f(0.501) = 0.5020201
2. f(0.5020201) = 0.504060304
3. f(0.504060304) = 0.50609120912
4. f(0.50609120912) = 0.508122418243
5. f(0.508122418243) = 0.510154123686
6. f(0.510154123686) = 0.5121863273727
7. f(0.5121863273727) = 0.51421904145554
8. f(0.51421904145554) = 0.516252255891189
9. f(0.516252255891189) = 0.518285980772378
10. f(0.518285980772378) = 0.520320217114716
Answer: 0.501
Iterations:
1. f(0.501) = 0.5020201
2. f(0.5020201) = 0.504060304
3. f(0.504060304) = 0.50609120912
4. f(0.50609120912) = 0.508122418243
5. f(0.508122418243) = 0.510154123686
6. f(0.510154123686) = 0.5121863273727
7. f(0.5121863273727) = 0.51421904145554
8. f(0.51421904145554) = 0.516252255891189
9. f(0.516252255891189) = 0.518285980772378
10. f(0.518285980772378) = 0.520320217114716
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