Question: PrOblem # 1 2: Let d be the minimum distance from a point on the graph of [2 marks] y = 5873x2/2 to the origin

PrOblem # 1 2: Let d be the minimum distance from a point on the graph of [2 marks] y = 5873x2/2 to the origin (0, 0). Find the value of d2. (A) m a a m +5 (011? + a (E) 4 (ms +5 an Problem #12: Pr0blem #13: If Newton's Method were used to nd a root of the equation ln(l6 + x) : 4x with initial approximation [2 marks] x1 : 15, nd the second approximation x2. _ If your answer is a decimal Pmblem #13' l:| then round it to 3 decimal places Save Pr0blem #14: Suppose that the regions A, B, and C bounded by the graph of f (x) and the x-axis have areas 7, 6, and 3, respectively. [2 marks] _ If your answer is a decimal Problem #14' S then round it to 3 decimal places

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