i) Show that the cubic equation x³ + 5x − 5 = 0 can be rearranged to give: Xn+1 = 5 xn²+5 Solve this cubic equation by iteration. Start with x = 1 and find the value of x to 3 significant figures. You must show your first four values for the iteration giving each to 3 significant figures.

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A: To solve the following problem

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Q: I got this wrong and I would love help on why and what the correct answer is, thank you!

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Q: can you write it on a paper or make it clear

A: Apologies for the inconvenience. If you do not see the math expressions properly, then please…

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A: Let's find.

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A: To use normal approximation, the following conditions should be satisfied. np>5 and n(1-p)>5

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Q: 1. Ф(8) Answer: Show your work or explain your reasoning here:

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Q: Can you please in words explain how you got the answer that you did?

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