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Question 4 1 pts Computers 46 41 28 0 0 9 18 23 Pizzas PP1 PP2 Please refer to the graph above. The society currently has production possibilities PP1. Which production combination is experiencing unemployment? 23 pizzas and 46 computers 9 pizzas and 41 computers 9 pizzas and 28 computers 18 pizzas and 41 computers

          Question 4
1 pts
Computers
46
41
28
0
0
9
18
23
Pizzas
PP1 PP2
Please refer to the graph above.
The society currently has production possibilities PP1. Which production
combination is experiencing unemployment?
23 pizzas and 46 computers
9 pizzas and 41 computers
9 pizzas and 28 computers
18 pizzas and 41 computers
        
Show more…
Question 4
1 pts
Computers
46
41
28
0
0
9
18
23
Pizzas
PP1 PP2
Please refer to the graph above.
The society currently has production possibilities PP1. Which production
combination is experiencing unemployment?
23 pizzas and 46 computers
9 pizzas and 41 computers
9 pizzas and 28 computers
18 pizzas and 41 computers

Added by Lidia H.

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Principles of Economics
Principles of Economics
Gregory Mankiw 8th Edition
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Question 4 46 41 PP1 LPP2 18 23 Pizzas 9 Please refer to the graph above. The society currently has production possibilities PP1. Which production combination is experiencing unemployment? 23 pizzas and 46 computers 9 pizzas and 41 computers 9 pizzas and 28 computers 18 pizzas and 41 computers
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Transcript

-
00:01 Hey there, welcome to numerade.
00:03 We are asked to find the probability that the pizza that's chosen at random is a cheese pizza eaten at work.
00:13 So what we know here is that we sold 23 cheese pizzas and 19 pizzas with one more toppings.
00:21 So therefore our sample size here, 23 plus 19.
00:27 So that's basically 33 plus 9, equaling 42 pizzas in total.
00:34 So our formula that we're going to work with here is the probability of getting a cheese pizza given that it was at work, eating at work.
00:55 So in order to find this probability here, this will basically equal the probability of a cheese pizza and work.
01:21 So we have divided by the probability of work.
01:33 All right.
01:36 So knowing this here, we have the probability of cheese and work, which is basically given to us as 12...
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