←arch3(a) Find the five-number summary, and (b) draw a box-and-whisker plot of the data.48862987969526298779ED(a) Min = (Simplify your answer.)Q₁ =Q₂ =Q3=Max= (Simplify your answer.)(b) Choose the correct box-and-whisker plot below.OB.OA.(Simplify your answer. Do not round.)(Simplify your answer. Do not round.)(Simplify your answer. Do not round.)C$4RFOCV%56BYF7&7NF8****008OC.8F9MD89KF10O*-AltOD.F11823 AM70°F Cloudy ^ & 4) 10/11/2022PF12CtriPrtScNext+ 11InsertPgUpDeleteBackspHome

Given that data 4,8,8,6,2,9,8,7,9,6,9,5,2,6,2,9,8,7,7,9

Answered: (a) Find the live-number summary, and…

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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Here is a data set: 63 68 65 79 95 79 77 98 61 80 79 78 64 87 83 64 74 78 79 92 85 71 79 77 79 87 62 67 71 76 You are examining the data with a stem-and-leaf plot. Here is the start of the plot. Finish the plot. 6# | 12344578 7# | 11467788999999 8# | 03577 9# |
Answer the following 1. {(10,9), (-2, -16), (-6,7), (5,8), (8,-16), (-11,9)}Domain: ___________________________Range: ____________________________Function or Not: _____________________ 2. {(15,-3), (-6,9), (-3,0), (-1,16)}Domain: ___________________________Range: ____________________________Function or Not: _____________________ 3.{(-4,3), (5,-9), (11,4), (9,6), (5,-3), (8,-9), (1,4)}Domain: ___________________________Range: ____________________________Function or Not: _____________________ 4. {(6,0),(-12,-16),(-6,10),(20,-7)} Domain: ___________________________Range: ____________________________Function or Not: _____________________
Determine the two values of z such that the middle 61% of the data lie between the two z-values. Round the solutions to two decimal places, as z- values are traditionally rounded. The middle 61% of the data lie between z = and z =
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Can you help me answer iv, v, and vi using R please? my answers for i,ii, and iii can be seen below. Thank you! 1. Researchers found that the speed of a prey (twips/s) and the length of prey (twips x 100) are good predictors of the time (s) required to catch a prey. (A twip is a measure of distance used by programmers). Data were collected in an experiment in which subjects were asked to "catch" an animal prey moving across his or her computer screen by clicking on it with the mouse. The investigators varied the length of the prey and the speed with which prey moved across the screen. ```{r}prey <- read.csv("https://www.siue.edu/~jpailde/prey.csv")prey``` i) Fit a multiple regression model for predicting catch time using prey length and speed as predictors. ii) Construct 95\% confidence interval for the regression slopes of each predictor. Interpret your result. Will the interpretation change if you change the confidence level to 90\% and 99\%? iii) Predict the catch time…
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