A team of dodgeball players wins their game and goes out for ice cream. They all get a sundae with two scoops of ice cream served on top of one another. The ice cream store has 8 flavors to choose from. * Repeating flavors is allowed (you can order two scoops of chocolate) * For this problem, ordering chocolate on the bottom/vanilla on top is a different combination than ordering vanilla on the bottom/chocolate on top. 1. How many ways are there to order these sundaes? 2. If they went to a different store with 10 flavors, how many might there be? 3. What if there were 100 flavors? Or 222 flavors? 4. Explain how you got your answer for each value for Question 3 above.
A team of dodgeball players wins their game and goes out for ice cream. They all get a sundae with two scoops of ice cream served on top of one another. The ice cream store has 8 flavors to choose from. * Repeating flavors is allowed (you can order two scoops of chocolate) * For this problem, ordering chocolate on the bottom/vanilla on top is a different combination than ordering vanilla on the bottom/chocolate on top. 1. How many ways are there to order these sundaes? 2. If they went to a different store with 10 flavors, how many might there be? 3. What if there were 100 flavors? Or 222 flavors? 4. Explain how you got your answer for each value for Question 3 above.
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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Transcribed Image Text:A team of dodgeball players wins their game and goes out for ice
cream. They all get a sundae with two scoops of ice cream served on top
of one another. The ice cream store has 8 flavors to choose from.
Repeating flavors is allowed (you can order two scoops of chocolate)
*
For this problem, ordering chocolate on the bottom/vanilla on top is a different
combination than ordering vanilla on the bottom/chocolate on top.
1. How many ways are there to order these sundaes?
*
2. If they went to a different store with 10 flavors, how many might
there be?
3. What if there were 100 flavors? Or 222 flavors?
4. Explain how you got your answer for each value for Question 3
above.
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