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een 1ot speeds on each Monster player. It has been determined that the middle 68% of all attacks have a speed between 30 MS and 62 MS (where MS stands for Monster Speed units used in the game). Assume the distribution is approximately normal. a) Estimate the mean of the distribution of Monster attacks' speeds. The mean is: Number MS units b) Estimate the standard deviation of the distribution of Monster attacks' speeds. The standard deviation is: Number MS units c) Determine the probability that a randomly selected Monster will have an attack speed less than 71 MS. The probability is: Number % (provide your answer as a whole percent)

een 1ot speeds on each Monster player. It has been determined that the middle 68% of all attacks have a speed between 30 MS and 62 MS (where MS stands for Monster Speed units used in the game). Assume the distribution is approximately normal. a) Estimate the mean of the distribution of Monster attacks' speeds. The mean is: Number MS units b) Estimate the standard deviation of the distribution of Monster attacks' speeds. The standard deviation is: Number MS units c) Determine the probability that a randomly selected Monster will have an attack speed less than 71 MS. The probability is: Number % (provide your answer as a whole percent)

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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As part of a new video game "MonsterSteer", the coding team has been looking at different attack speeds on each Monster player. It has been determined that the middle 68% of all attacks have a speed between 30 MS and 62 MS (where MS stands for Monster Speed units used in the game). Assume the distribution is approximately normal. a) Estimate the mean of the distribution of Monster attacks' speeds. The mean is: Number MS units b) Estimate the standard deviation of the distribution of Monster attacks' speeds. The standard deviation is: Number MS units c) Determine the probability that a randomly selected Monster will have an attack speed less than 71 MS. The probability is: Number % (provide your answer as a whole percent) d) Determine the attack speed in MS (Monster Speed units) of the slowest 20% Monster attacks. The attack speed is: Click for List Number MS units (provide your answer as a whole integer)
Transcribed Image Text:As part of a new video game "MonsterSteer", the coding team has been looking at different attack speeds on each Monster player. It has been determined that the middle 68% of all attacks have a speed between 30 MS and 62 MS (where MS stands for Monster Speed units used in the game). Assume the distribution is approximately normal. a) Estimate the mean of the distribution of Monster attacks' speeds. The mean is: Number MS units b) Estimate the standard deviation of the distribution of Monster attacks' speeds. The standard deviation is: Number MS units c) Determine the probability that a randomly selected Monster will have an attack speed less than 71 MS. The probability is: Number % (provide your answer as a whole percent) d) Determine the attack speed in MS (Monster Speed units) of the slowest 20% Monster attacks. The attack speed is: Click for List Number MS units (provide your answer as a whole integer)
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