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- Residuals I Tell what each of the residual plots below indicates about the appropriateness of the linear model that was fit to the data.on | A X Grade Breakdown xe Grade Breakdown x | eGrade Breakdown xe Grade Breakdown xe Grade Break ✰ cds.caolacourses.edisonlearning.com/lessons/assessmentplayer CDSB APPS myBlueprint rning. D2L estion 1 2 3 4 5 JV LLC Sign in to your ac... Geometry Part 1 [Competency Based] - Lesson 38 Assessment - EDCB.MA104.A Which statement goes with the following drawing? 20 ỞE $ OLQWCA LLC physics-textbook.... Geometry Part 1 [Competency Based] T=T&T=1 11 If two lines are perpendicular, then their intersection forms four right angles. O If the angles in a linear pair are congruent, then the lines that form them are perpendi O If a transversal is perpendicular to one of two parallel lines, then it is perpendicular to If a pair of adjacent angles is formed by perpendicular lines, 5 + Am < 600 grade 17 Ji then the angles are com o 7 α FB2-2
- Match these values of r with the accompanying scatterplots: - 0.744, - 0.994, 1, 0.744, and – 0.386. Click the icon to view the scatterplots. Match the values of r to the scatterplots. Scatterplot 1, r = Scatterplot 2, r= Scatterplot 3, r = Scatterplot 4, r = Scatterplot 5, r=Dependent variables are not affected by other variables. True False rch F7 F8 F9 F10 F11 F12 F3 F4 F5 F6 23 $4 % & 3 4 5 7 8 E Y D F G H * 行Holding LargeTransaction constant, how will the predicted odds of purchase fraud change for a purchase with a SimilarityScore of 900 compared to 675? Predicted odds would increase Odds are 97.01 percent less O Odds are 98.26 percent less O Odds are 90.37 percent less O Odds are 99.15 percent less
- Response Surface Methodology can be applied for continuous response variable Y. Depends. False. True. Response Surface Methodology can be applied for categorical response variable Y. True. False. Depends.Beginning Inventory $11,500 Daily Alternative Purchases (+) $1,000 Produce Purchases (+) $550 Protein Purchases (+) $1,000 Dry Goods Purchases (+) $1,000 Total Available = $15,050 Ending Inventory (-) $10,900 Food Cost (COGS) (=) $4,100 Revenue (Sales) (+) $12,500 Food Cost % (=) 32.8% If the Revenue (sales) decreases and everything else remains the same, what happens to the Food Cost percentage? a. Food cost % increases because the ratio of food cost to revenue will be higher b. Food cost % decreases because the ratio of food cost to revenue will be higher c. Food cost % increases because the ratio of food cost to revenue will be lower d. Food cost % decreases because the ratio of food cost to revenue will be lowerFAVORABLE=.70 REVIEW 2 FAVORABLE UNFAVORABLE NO REVIEW 31 5 Should you have the product reviewed? Large Small Large Small Large Small -6. Si $10 7$2$ 5 .451 $16 652 $2 8 S $16 52 $2 4 10 1652 9 S $10 $5 .851 -2 52 $16 O No, because the EV is lower for Review than Do Not Review Yes, because the EV is higher for Review than Do Not Review. Yes, because the EV for Do Not Review is equal to the EV for Review Yes, because the EV is higher for Do Not Review than Review $2 .85 $10 22 S₂ $5
- What type of data are required for Independent Variable (IV) and Dependent variable (DV) in ANOVA? Group of answer choices DV is continuous and IV is categorical DV is categorical and IV is categorical DV is categorical and IV is continuous DV is continuous and IV is continuous Type of data does not matter for ANOVAVariability: You need to make 7 units of a product in 1 day. If you make more than 7 units, you must pay a carrying cost of $1 per extra unit. If you make less than 7 units, you must pay a penalty cost of $10 per unit. You can make the product in one of two workstations (you cannot use both). The first station (W1) contains a single machine capable of making 7 units per day, on average. The second station (W2) contains 2 machines, each capable of making 3.5 units per day, on average. Which workstation would be recommend using W1 or W2? Why? [If you need variability information, assume that the output of W1 will be equal to 2 times the roll of a single six-sided die (with sides 1, 2, 3, 4, 5, 6). The output of W2 will be equal to the sum of rolling the die 2 times.]