observe (a) Describe how you could use a relative frequency to estimate the probability that a thumbtack will land with its flat side down. O Count the number of times the tack lands flat side down and divide by the total number of times dropped. O Count the number of times the tack lands flat side down, subtract the number of times it lands point down, and divide by the total number of times dropped. O Count the number of times the tack lands point down and divide by the total number of times dropped. (b) What is the sample space of outcomes for the thumbtack? (Select. I that apply.) Oright left Odown O up (c) How would you make a probability assignment to this sample space if, when you drop 500 tacks, 330 land flat side down? (Use 2 decimal places.) P(up) P(down)

MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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Drop a thumbtack and observe how it lands.
(a) Describe how you could use a relative frequency to estimate the probability that a thumbtack will land with its flat side down.
O Count the number of times the tack lands flat side down and divide by the total number of times dropped.
O Count the number of times the tack lands flat side down, subtract the number of times it lands point down, and divide by the total number of times dropped.
O Count the number of times the tack lands point down and divide by the total number of times dropped.
(b) What is the sample space of outcomes for the thumbtack? (Select all that apply.)
Oright
☐ left
down
O up
(c) How would you make a probability assignment to this sample space if, when you drop 500 tacks, 330 land flat side down? (Use 2 decimal places.)
P(up)
P(down)
Transcribed Image Text:Drop a thumbtack and observe how it lands. (a) Describe how you could use a relative frequency to estimate the probability that a thumbtack will land with its flat side down. O Count the number of times the tack lands flat side down and divide by the total number of times dropped. O Count the number of times the tack lands flat side down, subtract the number of times it lands point down, and divide by the total number of times dropped. O Count the number of times the tack lands point down and divide by the total number of times dropped. (b) What is the sample space of outcomes for the thumbtack? (Select all that apply.) Oright ☐ left down O up (c) How would you make a probability assignment to this sample space if, when you drop 500 tacks, 330 land flat side down? (Use 2 decimal places.) P(up) P(down)
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