# data assignment -nicole pittas

More Options: Make a Folding Card

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• L       L         L        L        N        N
• ﻿B
• ﻿B
• G﻿
• ﻿B
• ﻿B
• ?        ?       ﻿?         ?         ?        ?
• Stepmother is mad at you, so you're locked away in the attic. Once you leave there is a list of chores for you to do.
• G﻿
• G﻿
• ﻿B
• ﻿B
• ﻿B
• G﻿
• ﻿To get out of the room you must use 4 different letters followed by 2 numbers, and you cannot repeat a letter, or a number.
• =﻿26x25x24x23x10x9 =32,292,000
• ﻿Cinderella, you must make us dinner! there are 3 types of bread, 4 types of meat and an option of mustard.
• ﻿If i multiply the #of bread options by the # of meat options i will get the # of sandwich combos; OH! i forgot to multiply that total by the yes or no option for the mustard on the sandwich; so that means there are 24 different combos
• ﻿After making dinner, Stepmother tells you to make the house look nicer by hanging up some pictures.
• ﻿﻿Having the prince's photo in the first position takes away an option leaving me with 5 to choose from. The 2nd spot will have 5 choices, 3rd spot will have 4 choices, 4th spot will have 3 choices, 5th spot will have 2 choices and the last spot will have only one option
• ﻿Cinderella, replace this mirror with 6 photos. the picture of the Prince must be placed in the first position.
• ﻿﻿= 5x4x3x2x1 OR 5! =120
• ﻿To go to the ball, you need a dress. There are 9 different decorations fairy godmother can put on the dress, but you can only have up to 4 decorations.
• ﻿If I have 9 options and i can only have up to 4 options this means i have 4 different cases. Case1+Case2+Case3+Case4 = (9C1 + 9C2 + 9C3 + 9C4) = 255 different decoration combos
• there are 3 Knights, 2 Kings, 1 Prince and 2 Jesters. Their titles are placed into a hat. What is the probability that you will choose to dance with the Prince?
• = 3knights + 2kings + 1prince + 2jesters  = 8people 1prince / 8people = 0.125 OR 12.5%
• G﻿
• G﻿
• G﻿
• =P (GBB) + P (BGB) + P(BBG) =1/8 + 1/8 + 1/8 =3/8 OR  37.5%
• ﻿After, Happily-Ever-After, Cinderella and the Prince want to find the probability of having 2 boys and a girl.
• ﻿3 different probabilities for 2 boys and 1 girl out of 8 different child probabilities
• ﻿P(GBB) P(GBG) P(GGB) P(GGG) P(BGB) P(BGG) P(BBG) P(BBB)
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