Two teams are trying to win a game by drawing a winning card. Team A is drawing from a pack of 54 cards. Team B is drawing from a pack of 52 cards. Each pack contains 4 possible winning cards. Which statement describes the fairness of the game? CLEAR SUBMIT The game is not fair because the total number of cards in each pack is different. The game is not fair because each team can only draw 1 card rather than 4 cards. The game is fair because both teams are trying to draw 1 of 4 winning cards. The game is fair because the teams are drawing cards from their packs at the same time.

Algebra and Trigonometry (6th Edition)
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ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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Two teams are trying to win a game by drawing a winning card. Team A is drawing
from a pack of 54 cards. Team B is drawing from a pack of 52 cards. Each pack
contains 4 possible winning cards. Which statement describes the fairness of the
game?
CLEAR
SUBMIT
The game is not fair because the total number of cards in
The game is not fair because each team can only draw 1
each pack is different.
card rather than 4 cards.
The game is fair because both teams are trying to draw 1
The game is fair because the teams are drawing cards
from their packs at the same time.
of 4 winning cards.
Transcribed Image Text:Two teams are trying to win a game by drawing a winning card. Team A is drawing from a pack of 54 cards. Team B is drawing from a pack of 52 cards. Each pack contains 4 possible winning cards. Which statement describes the fairness of the game? CLEAR SUBMIT The game is not fair because the total number of cards in The game is not fair because each team can only draw 1 each pack is different. card rather than 4 cards. The game is fair because both teams are trying to draw 1 The game is fair because the teams are drawing cards from their packs at the same time. of 4 winning cards.
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