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: From given data we have : n=300 P=0.20 x=57 Sample proportion  p^=xn=57300=0.19

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