Members of the Math Club in MDSF developed a game named MATH Bingo, in this game there are 100 chips numbered 1-100. In the Math Bingo, cards numbers 1-25 fall under the heading M, numbers 26-50 fall under A, numbers 51-75 fall under T, numbers 76-100 fall under H. They would like to present the said Math Bingo to the advisers of the Math Club. But they need to test first the game by finding the probability of winning using the Math Bingo Cards. The result of the test will also be presented to the adviser. The following scenarios below were given by the members of the club. As one of the officers of the club, find the answer to these scenarios before presenting to the Math Club advisers. If the chips are drawn one at a time from a basket without replacement. What is the probability of picking each of the following?
Members of the Math Club in MDSF developed a game named MATH Bingo, in this game there are 100 chips numbered 1-100. In the Math Bingo, cards numbers 1-25 fall under the heading M, numbers 26-50 fall under A, numbers 51-75 fall under T, numbers 76-100 fall under H. They would like to present the said Math Bingo to the advisers of the Math Club. But they need to test first the game by finding the probability of winning using the Math Bingo Cards. The result of the test will also be presented to the adviser. The following scenarios below were given by the members of the club. As one of the officers of the club, find the answer to these scenarios before presenting to the Math Club advisers. If the chips are drawn one at a time from a basket without replacement. What is the probability of picking each of the following?
Chapter8: Sequences, Series,and Probability
Section8.7: Probability
Problem 6ECP: In Pennsylvania’s Cash 5 game, a player chooses five different numbers from 1 to 43. If these five...
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pls answer the following:
1. an odd number or a number greater than 30
2. a prime number or a number less than 30
3. a prime number or a number less than
Transcribed Image Text:Members of the Math Club in MDSF developed a game named MATH Bingo , in this game there are 100
chips numbered 1-100. In the Math Bingo, cards numbers 1-25 fall under the heading M, numbers 26-50
fall under A, numbers 51-75 fall under T, numbers 76-100 fall under H. They would like to present the said
Math Bingo to the advisers of the Math Club. But they need to test first the game by finding the probability
of winning using the Math Bingo Cards. The result of the test will also be presented to the adviser.
The following scenarios below were given by the members of the club. As one of the officers of the club,
find the answer to these scenarios before presenting to the Math Club advisers.
If the chips are drawn one at a time from a basket without replacement. What is the probability of picking
each of the following?
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