1 point Consider the equation 4z5 + 5z 3 We will take steps to locate a solution of the equation. (a) Which of these intervals contains a solution of the equation: [-2,-1], [-1,0]. [0, 1], or [1,2)? Answer: The interval (b) Take your answer in part (a) and cut it in the middle to obtain two intervals 1 and I2. (For instance, if your answer in part (a) is [-2,-1], then cutting it in the middle yields the two intervals [-2,-1.5] and 1.5,-1. In this case, then, I contains a solution of the given equation. 11 and 12 would be l-2,-1.5] and [-1.5,-1, respectively.) Which one of these two intervals contains the solution? Answer: The interval symbols "I1" or" I2") (c) By cutting the interval you obtained in (b) in the middle, find an interval of length 0.25 that contains the solution. contains a solution of the given equation. (Note: Give your answer in interval notation. Do NOT enter the Answer: The interval E is of length 0.25 and it contains a solution of the given equation. (d) Reiterate this procedure now to find an interval of length 0.125 that contains the solution. Answer: The interval EE, is of length 0.125 and it contains a solution of the given equation. (e) Based on the previous answer, our best estimate of the solution is z = " and the maximum error possible for this estimate is