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Last Saturday at Pasquale's Pizzas and Wings, 60 customers were served over the course of the evening. Fifty-two customers ordered pizza and 16 ordered buffalo wings. Twelve of these customers ordered both pizza and wings. Suppose we select a customer from last Saturday at random. Fill in the Venn diagram below so that it describes the chance process involved here. Let P = the event "ordered pizza" and W = the event "ordered wings." : pizza :: wings :: 52/60 :: 40/60 :: 12/60 :: 16/60 :: 4/60

Last Saturday at Pasquale's Pizzas and Wings, 60 customers were served over the course of the evening. Fifty-two customers ordered pizza and 16 ordered buffalo wings. Twelve of these customers ordered both pizza and wings. Suppose we select a customer from last Saturday at random. Fill in the Venn diagram below so that it describes the chance process involved here. Let P = the event "ordered pizza" and W = the event "ordered wings." : pizza :: wings :: 52/60 :: 40/60 :: 12/60 :: 16/60 :: 4/60

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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Last Saturday at Pasquale's Pizzas and Wings, 60 customers were served over the course of the evening. Fifty-two customers ordered pizza and 16 ordered buffalo wings. Twelve of these customers ordered both pizza and wings. Suppose we select a customer from last Saturday at random. Fill in the Venn diagram below so that it describes the chance process involved here. Let P = the event "ordered pizza" and W = the event "ordered wings." **Venn Diagram Explanation:** - The Venn diagram consists of two overlapping circles. - The left circle represents event P ("ordered pizza") and is labeled with a dotted rectangle. - The right circle represents event W ("ordered wings") and is labeled with a dotted rectangle. - The overlapping area represents customers who ordered both pizza and wings, also marked with a dotted rectangle. **Values to fill in the Venn diagram:** - Total customers who ordered only pizza: 40 (This is calculated as 52 total pizza orders minus 12 both pizza and wings). - Total customers who ordered only wings: 4 (This is calculated as 16 total wings orders minus 12 both pizza and wings). - Total customers who ordered both pizza and wings: 12 **Provided ratios and fractions:** - Pizza: 52/60 - Wings: 16/60 - Both pizza and wings: 12/60 - Only pizza: 40/60 - Only wings: 4/60
Transcribed Image Text:Last Saturday at Pasquale's Pizzas and Wings, 60 customers were served over the course of the evening. Fifty-two customers ordered pizza and 16 ordered buffalo wings. Twelve of these customers ordered both pizza and wings. Suppose we select a customer from last Saturday at random. Fill in the Venn diagram below so that it describes the chance process involved here. Let P = the event "ordered pizza" and W = the event "ordered wings." **Venn Diagram Explanation:** - The Venn diagram consists of two overlapping circles. - The left circle represents event P ("ordered pizza") and is labeled with a dotted rectangle. - The right circle represents event W ("ordered wings") and is labeled with a dotted rectangle. - The overlapping area represents customers who ordered both pizza and wings, also marked with a dotted rectangle. **Values to fill in the Venn diagram:** - Total customers who ordered only pizza: 40 (This is calculated as 52 total pizza orders minus 12 both pizza and wings). - Total customers who ordered only wings: 4 (This is calculated as 16 total wings orders minus 12 both pizza and wings). - Total customers who ordered both pizza and wings: 12 **Provided ratios and fractions:** - Pizza: 52/60 - Wings: 16/60 - Both pizza and wings: 12/60 - Only pizza: 40/60 - Only wings: 4/60
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