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A swim meet consists of two teams, each with 8 players. At the end, each player gives a high five to all their teammates as well as each of their competitors. After all of the high-fiving is finished, how many high fives will have occurred? high fives

A swim meet consists of two teams, each with 8 players. At the end, each player gives a high five to all their teammates as well as each of their competitors. After all of the high-fiving is finished, how many high fives will have occurred? high fives

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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**Problem: High Fives at a Swim Meet** A swim meet consists of two teams, each with 8 players. At the end, each player gives a high five to all their teammates as well as each of their competitors. After all of the high-fiving is finished, how many high fives will have occurred? [ ] high fives **Explanation:** To solve this problem, consider the following steps: 1. Each team has 8 players. 2. Each player will give high fives to 7 other teammates (since they won't high five themselves). 3. Each player also gives high fives to the 8 players on the opposing team. **Calculating Total High Fives:** - High fives within the same team per player: 7 high fives. - High fives with the opposing team per player: 8 high fives. So, each player gives a total of \(7 + 8 = 15\) high fives. Since there are 16 players in total (8 on each team), the total number of high fives is: \[16 \times 15 = 240\] Thus, at the end of the swim meet, a total of 240 high fives will have occurred.
Transcribed Image Text:**Problem: High Fives at a Swim Meet** A swim meet consists of two teams, each with 8 players. At the end, each player gives a high five to all their teammates as well as each of their competitors. After all of the high-fiving is finished, how many high fives will have occurred? [ ] high fives **Explanation:** To solve this problem, consider the following steps: 1. Each team has 8 players. 2. Each player will give high fives to 7 other teammates (since they won't high five themselves). 3. Each player also gives high fives to the 8 players on the opposing team. **Calculating Total High Fives:** - High fives within the same team per player: 7 high fives. - High fives with the opposing team per player: 8 high fives. So, each player gives a total of \(7 + 8 = 15\) high fives. Since there are 16 players in total (8 on each team), the total number of high fives is: \[16 \times 15 = 240\] Thus, at the end of the swim meet, a total of 240 high fives will have occurred.
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