Compund Probability
Simple Probability
Counting Principle
Probability Mix
Statistics
100

Maria is flipping a coin and spinning a spinner. The spinner has 4 equal sections labeled A-D. What is the probability the coin will land on heads and the spinner will land on the letter "A"?

1/8

100

What is the probability that you roll a odd number on a dice.

3/6 or 1/2

100

You are trying to decide what to wear to school. You know you have a green pair of pants, a red pair, and a blue pair. You also have a brown shirt, a plaid shirt, and a yellow shirt. How many different outfit combinations can you make?

9

100

Tossing a coin and spinning a spinner would be examples of _______________ compound events.

(Dependent or Independent)

Independent

100

Explain how to find the mean of a set of data.

Add all the numbers and divide by the number of items in the data.

200

Mr. Rose flips a coin then rolls a dice. What is the probability that that he gets heads and then an odd number.

3/12 =  1/4

200

What is the probability that you roll a 7 on a six sided dice.

0 or 0/6

200

What is the number of possible outcomes for spinning one spinner with 8 equal sections and another spinner with 6 equal sections?

48 possible outcomes

200

Picking a marble out of a bag, not replacing it, then picking another marble out of the bag would be and example of ________________ compound events.  

(Dependent or Independent)

Dependent

200

What are the 3 Measures of Central Tendency?

Mean, Median, Mode

300

What is the probability of rolling two odd numbers in a row with a standard number cube?

1/4 or .25 or 25%

300

The numbers 1 - 12 are put into a hat what is the probability that you draw an even number?

6/12 or 1/2

300

Amiya and Keyshawn are candidates for class president of the 7th grade. Ajaye, Chishon, and Laura are candidates for vice president. How many winning combinations are possible?

6

300

What methods could be used to find a sample space (all of the possible outcomes)?  Name at least one.

Tree Diagram, Chart, Counting Principle

300

Find the mean of the following test scores:

79, 64, 88, 91, 95

417/5 = 83.4

400

There are 3 red marbles, 2 green marbles, and 1 yellow marble in a box. One marble is taken out and not replaced. A second marble is then taken out. What is the probability both marbles that were taken out are red?

6/30 = 1/5

400

The numbers 1 - 12 are put into a hat what is the probability that you draw a multiple of 3?

4/12 = 1/3

400

A sub shop offers the following options: rye, wheat, white, and whole grain bread; American, Swiss, and provolone cheese; and turkey, ham, and chicken. How many different sandwich combinations can they make.

36

400

The formula for calculating probability is:

                 # of ______________outcomes  

P(event) = _______________________                

                 # of ______________outcomes


# of favorable outcomes

____________________

# of possible outcomes

400

Find the median and range of the following data:

34, 62, 19, 46, 90, 12, 30, 22

Median = 32

Range = 78

500

The letters of the word "Math Class" are put into a hat and randomly drawn out. What is the probability that you draw out a M and then a S if the letters are not replaced.

2/72 = 1/36

500

You roll two dice and add the dice together. What is the probability that the sum is 6.

5/36

500

A typical number cube is rolled,  then a spinner with 4 equal spaces with the letters A, B, C, D is spun, then a coin is tossed.  How many winning combinations are possible and name ONE of the possible winning combinations?

48

Answers vary:  1 - A - H, 1 - A - T, 2 - A - H, etc...


500

What is the difference between Experimental and Theoretical Probability?

• Theoretical: what mathematics predicts should occur

• Experimental: what actually occurs when you conduct a probability experiment

500

Find the Mean and the Mode of the following data:

93, 68, 87, 54, 50, 68

Mean = 420/6 = 70

Mode = 68

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