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- Section 2.16 Theoretical Probability Day #2

Section 2.16 Theoretical Probability Day #2
Presentation
•
Mathematics
•
9th - 12th Grade
•
Practice Problem
•
Medium
+1
Standards-aligned
Abbie Gutzmer
Used 4+ times
FREE Resource
6 Slides • 15 Questions
1
Section 2.16: What are the Odds? Theoretical Probability Day

2
Multiple Choice
Which of the following statements is true.
Probabilities must add to 1
Probabilities must add to 100%
Probabilities must add to 1.00
All of the above are true
3
Multiple Select
Which of the following are equivalent probabilities? Select all that apply.
2/5
0.4
40%
None of these are equivalent
4
Multiple Choice
You are going to roll a fair, six - sided, dice. What is the probability that you roll a two?
1/6
1/3
1/2
None of these
5
Theoretical Probability
What SHOULD happen!
If you have a bag of marbles filled with 4 yellow marbles, 5 green marbles and 6 red marbles, how many total marbles?
What is the probability of selecting a green marble?
6
Fill in the Blank
Type answer...
7
Multiple Choice
Find the probability that a coin selected at random is a dime.
0.3
0.083
0.75
0.125
8
Complementary Events
If the probability of rolling a 5 on a six - sided dice is 1/6 then the probability of NOT rolling a 5 is 5/6. Together the values must add to 1.
9
Multiple Choice
If the probability of an event happening is 56% then the probability that it does not happen is
56%
44%
50%
None of these
10
Fill in the Blank
Type answer...
11
Multiple Choice
Find the probability that a coin selected at random is not a penny.
0.6
0.4
0.0625
0.5
12
Fill in the Blank
Type answer...
13
Fill in the Blank
Type answer...
14
Multiple Choice
If you were to pull and replace coins 16 times, how many times would you expect to pull a quarter?
28
1
No times
16.75
15
Let's consider these...Recall the total number of marbles is 15 (add them together)
There are 5 blue marbles so 5/15. This simplifies to 1/3
There is 1 yellow marble so 1/15.
16
Let's consider these...Recall the total number of marbles is 15 (add them together)
The probability that the marble chosen IS red is 6/15, so 2/5. That means the probability that it is NOT red must be 3/5; The probabilities must add to 1!
17
Let's consider these...Recall the total number of marbles is 15 (add them together)
USE the probability that it is red (2/5) This is a proportion so 2/5 must equal x/100. We can expect to pull 40 red marbles.
18
Multiple Choice
Balls numbered 1 - 140 are placed in a box. One ball will be randomly drawn from the box. What is the probability that you draw an odd number?
30%
40%
50%
60%
19
Multiple Choice
Balls numbered 1 - 140 are placed in a box. One ball will be randomly drawn from the box. The probability of drawing a number larger than 60 is
10%
27%
57%
43%
20
Fill in the Blank
Type answer...
21
Multiple Choice
Remember: Experimental Probability is WHAT DOES happen. You use experimental probability to make predictions.
Suppose there is a weekly raffle with 250 tickets sold each week. You play every week for a year (52 weeks) and buy one ticket each time. If you win only three times, what was your experimental probability of winning the weekly raffle?
6%
62.4%
1.2%
NONE OF THESE
Section 2.16: What are the Odds? Theoretical Probability Day

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