QUESTION 22In Super Mario Bros 2 there are a total of 20 levels. Ninji and Birdo are two of the enemies thatappear in the game. Ninji and Birdo can appear in levels together or separately, and some levelshave neither of these two enemies in them. The two-way table below summarizes the appearanceof these enemies in each of the levels:Birdo AppearsNo BirdoTotalNinji AppearsNo Ninji299.211Total16420Use the two-way table to determine each of the following probabilities. Round to the nearesthundredth when necessary.a. P(Ninji Appears and Birdo Appears)Answer:Work:b. P(Ninji Appears or No Birdo)Answer:Work:c. P(No Birdo | No Ninji)Answer:Work:

Use the following formulae, to obtain the solution. PA=nAnSPA∪B=PA+PB-PA∩BPA|B=PA∩BPB Where A and B…

Answered: In Super Mario Bros 2 there are a total…

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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You have a bag of poker chips, containing 2 white, 1 red, and 3 blue chips. White chips are worth $5, red chips are worth $10 and blue chips are worth $20. You need $20 worth of chips in order to see someone's raise, so you take chips out of the bag one at a time, noting the color of each one as it's removed, and stop when the total value of the chips removed is at least $20. How many sequences of chip colors are possible when you do this? (A) 0 (В) 9 (С) 5 (D) 10 (E) 3 (F) 11 (G) 8 (Н) 7
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One hundred extremely intelligent male prisoners are imprisoned in solitary cells and on death row. Each cell is soundproofed and completely windowless. There is a separate room with one hundred small boxes numbered and labeled from 1 to 100. Inside each of these boxes is a slip of paper with one of the prisoners' names on it. Each prisoner's name only appears once and is in only one of the one hundred boxes. The warden decides he is going to play a game with all of the prisoners. If they win, they will all be let free, but if they lose the game, they will all be immediately executed. The hundred prisoners are allowed to enter this separate room with 100 boxes in any predetermined order they wish, but each can only enter the room once and the game ends as soon as the hundredth person enters the room. (At any time, only one prisoner is allowed to enter and remain in this room.) Once a prisoner enters the room, he is allowed to open and look inside as many as Xboxes, where X is a…
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