Number one only Name:Probability ModelsSolve the problems.1 A tollbooth collector estimates that 85% of the vehiclesthat go through her tollbooth are cars and the othervehicles are not cars. She uses sixty random numbersfrom 00 to 99 to simulate the next sixty cars that willdrive through her tollbooth.There are 100numbers from00 to 99.Which numbers could she have used to representthe two types of vehicles? What is the experimentalprobability that the next vehicle is not a car? Explainyour answer.89 03 86 75 55 41 96 97 38 33 79 91 22 20 24 39 75 08 48 2996 09 89 19 69 77 24 70 06 34 12 91 73 94 57 21 10 72 23 5797 50 04 39 49 58 12 19 02 10 76 44 51 15 98 71 03 75 26 472 You spin a spinner with 4 equal sections labeled A, A, B, C.Which statements are true? Select all that apply.What are thetheoreticalA The theoretical probability that you land on an A istwice the theoretical probability that you land on C.probabilities oflanding on eachletter?The theoretical probability that you land on B isThe theoretical probability that you land on A is4°D Every time you perform an experiment in whichyou spin the spinner 20 times, you will land on Cexactly 5 times.

Name: Number one only Name:Probability ModelsSolve the problems.1 A tollboo
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Description: Number one only Name:Probability ModelsSolve the problems.1 A tollbooth collector estimates that 85% of the vehiclesthat go through her tollbooth are cars and the othervehicles are not cars. She uses sixty random numbersfrom 00 to 99 to simulate the

The percentage of vehicle are car is 85%.

Math

Probability

1 A tollbooth collector estimates that 85% of the vehicles that go through her tollbooth are cars and the other vehicles are not cars. She uses sixty random numbers from 00 to 99 to simulate the next sixty cars that will drive through her tollbooth. Which numbers could she have used to represent the two types of vehicles? What is the experimental probability that the next vehicle is not a car? Explain your answer.

1 A tollbooth collector estimates that 85% of the vehicles that go through her tollbooth are cars and the other vehicles are not cars. She uses sixty random numbers from 00 to 99 to simulate the next sixty cars that will drive through her tollbooth. Which numbers could she have used to represent the two types of vehicles? What is the experimental probability that the next vehicle is not a car? Explain your answer.

A First Course in Probability (10th Edition)

10th Edition

ISBN:9780134753119

Author:Sheldon Ross

Publisher:Sheldon Ross

Chapter1: Combinatorial Analysis

Section: Chapter Questions

Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...

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Statements and Logic

Logic is the analysis of general patterns of thoughts without regard to any specific sense of context.

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Question

Number one only

Name:
Probability Models
Solve the problems.
1 A tollbooth collector estimates that 85% of the vehicles
that go through her tollbooth are cars and the other
vehicles are not cars. She uses sixty random numbers
from 00 to 99 to simulate the next sixty cars that will
drive through her tollbooth.
There are 100
numbers from
00 to 99.
Which numbers could she have used to represent
the two types of vehicles? What is the experimental
probability that the next vehicle is not a car? Explain
your answer.
89 03 86 75 55 41 96 97 38 33 79 91 22 20 24 39 75 08 48 29
96 09 89 19 69 77 24 70 06 34 12 91 73 94 57 21 10 72 23 57
97 50 04 39 49 58 12 19 02 10 76 44 51 15 98 71 03 75 26 47
2 You spin a spinner with 4 equal sections labeled A, A, B, C.
Which statements are true? Select all that apply.
What are the
theoretical
A The theoretical probability that you land on an A is
twice the theoretical probability that you land on C.
probabilities of
landing on each
letter?
The theoretical probability that you land on B is
The theoretical probability that you land on A is
4°
D Every time you perform an experiment in which
you spin the spinner 20 times, you will land on C
exactly 5 times.

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