Use these ordered pairs to help your scatter plot below ( Questions are ordered 1-14)69,6041,2347,3859,3043,3742,4742,3038,3076,8033,3068,5085,8736,3161,4553,4738,3134,5850,4461,4553,4738,3134,5850,4445,35(X,Y) 7. You should see a bunch of numbers similar to, but notthe same as, the picture to the right, as well as a newline of fit on your scatterplot. This is the BEST line offit possible! Write down YOUR values for r, m, b (roundto 2 decimals), and the equation for your best line offit in y= mx + b form.r=m=b=8. Look back at #5. What did you guess your correlation (r) was?,correlation (r) value, was it close to your guess from #5?₁₁+12. Enter this in a new row under the "Age GuessingTable." (see pic), and you should see a new lineappear on your scatter plot.-0.9009-0.9492P-0.97822410. Delete your line of fit by clicking the "X" to the right of it (see pic tothe right).~ y = dplot6--1.01319Y=,9. Your correlation (r) tells you how consistent your guessing was. A correlation (r) close to O means youare very inconsistent, but a correlation (r) close to 1 means you're very consistent! How would yourate your consistency?Now that you know the realX*.7₁ -mx-b~--000011. Someone who is perfect at guessing ages and guessed every celebrity exactly correct would createthe perfectly straight line y = X. Why? Think about what y & x represent in terms of actual agesand guessed ages.5--10831913. The closer your data is to the line y = X, the more accurate guesser you are! How would you rateyour accuracy?As time allows....14. Remember, a residual represents the distance between what actually happened (the dot) and the lineof fit. Which celebrity did you have the biggest residual (was furthest from the "perfect" line ofy = x)? How far off were you? A1411. Open up an internet browser and go to the following URL: http://bit.ly/2e4wt65.+2. On the left side of the screen, find the tab that says "AgeGuessing Table." Click under the x column and type in yourACTUAL AGES, Under the y column, enter your GUESSES.Everyone should have the same x column (actual ages), but youry column (guesses) will look different from your neighbor. Seethe picture to the right.3. As you type in pairs of numbers in the x and y columns, dotsshould start appearing in your graph. When you are finished, youshould have a total of 19 dots in your scatterplot.6. Let's find your line of best fit.● Click the "X" to the right of "Trend Line" (seepicture), and it will disappear (see pic to the right).• Go back to the top of your "Age Guessing Table."Click next to the x and y in the columns, and add a 1,after the x and y (see pic to the right).y1●2²7410454. Take a look at your scatter plot. Does it have a positive, negative, or no correlation (r)? How do youknow?Positive/Negative/No (circle one) correlation becauses 90100 005. Looking at your scatterplot, do you think r is close to -1, -0.5, 0, 0.5, or 1? How do you know?r is close to -1/-0.5 /0/0.5/1 (circle one) because M2mx1 + b. Note theClick a new row under the table and type exactly: y1"~" can be found by clicking the "ABC" button on the keyboard that appears,and then selecting it (see pictures below)963-functions34Ly. -mx, + bAf"Al4d↑125N12Trend Linedy' = mx + bM = 1TAge Guessing Table1(rX651NTgªMtyCyGrh40132M41<X16537Actual Ages43U1A1GuessesKMy60O4032

Given Information: Actual Ages Guesses 69 60 41 23 47 38 59 30 43 37 42 47 42 30…

Use these ordered pairs to help your scatter plot below ( Questions are ordered 1-14) 69,60 41,23 47,38 59,30 43,37 42,47 42,30 38,30 76,80 33,30 68,50 85,87 36,31 61,45 53,47 38,31 34,58 50,44 61,45 53,47 38,31 34,58 50,44 45,35 (X,Y)

Use these ordered pairs to help your scatter plot below ( Questions are ordered 1-14) 69,60 41,23 47,38 59,30 43,37 42,47 42,30 38,30 76,80 33,30 68,50 85,87 36,31 61,45 53,47 38,31 34,58 50,44 61,45 53,47 38,31 34,58 50,44 45,35 (X,Y)

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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