40. Among a dozen eggs, three are moon. A recipe calls fortwo eggs; they'll be selected randomly from the dozen. Which plan could be used to simulate the number of rotten eggs that might be chosen? l. LetO. 1, and 2 represent the rotten eggs: 3, 4, 5. 6. 7. El, 9. 10, and 11 represent the good eggs. Generate two random numbers 0-14, ignoring repeats. il. Randomly generate a D, 1, or 2 to represent the number of rotten eggs you get. ill. Since 25% of the eggs are rotten. let 0 a rotten and 1, 2', .3 = good. Generate two random numbers 0-3 and see how many 0's you get. a. \"I b. ll 0.! d. l and [it only 41. Hannah wants to simulate whether customers will choose a small, medium, or large drink, or no drink at a fast food restaurant. She decides to use digits from a random number table to represent the drink option a customer will order (0=no drink. infernal] drink, Zemedium dn' nk, 3=targe drink, ignore digits 49) Why does this NOT model the . situation\"? a. The choices are not equally likely to occur. 'b. Some of the digits were ignored. ' c. The choice are independent of each other. d. Some customers had more than one drink. 42. Does donating blood lower cholesterol levels? 50 volunteers have on cholesterol test, then donate blood, and then have another cholesterol test. Which aspect of experimental design is present? a. blocking b. randomization c. blinding d. none of these 43. In a simulation of a couple who is willing iko have as many children as necessary to have two girls, how could you assign digits to estimate the average number of children required to have two girls? a. Assign the even digits 0, 2. 4. 6, B to boys and the odd digits 1. 3, 5. 7, 9 to girls. i). Assign digits 0-5 to girls and 6-9 to boys. c. Assign digits 00-50 to girls and 51 -99 to boys. d. Assign digits 1-50 to girls and 51-99 to boys