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Approximate a critical number of y = x^3 + e^−x using Newton’s method
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Critical numbers are where the derivative is 0 or doesn't exist. Did you find the derivative?
Ohh okay got it! I was a little confused on what it was xD
ok
Wait so the derivative is \[3x^2 - e^x\] right?
\[3x^2-e ^{-x}\]
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hmm okay! thanks :)
I think I'm doing this completely wrong lol... I misunderstood the question!
Approximate a critical number of y = x^3 + e^−x using Newton’s method
That's the question
Not really sure how many roots the derivative has, but I guess start with xn = 0 |dw:1435192530939:dw|
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