Compound Probability

What is the probability of rolling an even number

on one die and an odd number on the other?

⅛

This list represents Frank's cards.

What is the probability that Frank will
pull the Ace of Spades,
keep the card out of the deck
and then pull a red card?

1/14

4/64

5/8

1/2

I have two different rings, four

hats, and three jackets. How

many ways can I select a ring,

hat, and jacket to wear?

1/24

Each spinner is spun one time. What

is the probability neither spinner will

land on blue?

1/12

3/10

1/2

11/12

If I spin each spinner one time, how many possible

outcomes are there?

1/8

1/12

1/4

The table shows the results of spinning a spinner

with five equal sections fifty times. Based on these

results, what is the experimental probability

of spinning an odd number?

1/3

1/2

3/4

1/25

This spinner has equal sections, labeled A, B, C, D,

and E. If I spin the spinner two times, what is the

probability it will land on A each time?

2/25

1/10

1/5

What is the probability
of picking a yellow then blue disc

without replacing the first disc?

6/49

5/7

1/7

2/5

Susan has 4 colors of wrapping paper,

3 colors of ribbon, and 2 types of tape.

How many different ways does she have

to wrap a package with one color of

wrapping paper, one color of ribbon,

and one type of tape?

If the outcome of an event does not effect the outcome
of another event, the two events are---------

Dependent

Compound

Independent

Simple

What is the probability of

selecting 2 blue marbles from

the bag without replacing the first marble?

2/7

2/5

4/49

1/21

If the outcome of an event does effect the outcome
of another event, the two events are-------

Dependent

Independent

Compound

Simple

If I flip a coin and then roll a die the outcomes are:

Unlikely

Independent

Dependent

even

I draw an Ace of Spades from a deck of cards
and do not replace it. Then I draw another card
from the deck of cards. This is an example of:

Independent Events

Dependent Events

A bag contains 4 red marbles, 5 blue marbles, and
3 green marbles. Two marbles are picked at random.
On the first pick a red marble is drawn out and then
replaced. This is an example of:

An Independent Event

A Dependent Event

A bag contains 4 red marbles, 5 blue marbles, and
3 green marbles. Two marbles are picked at random.
On the first pick a blue marble is drawn out and not
replaced. This is an example of:

An Independent Event

A Dependent Event

Create a tree diagram for the following problem. An ice cream shop has vanilla and
chocolate ice cream, and chocolate and strawberry syrup. You can also choose
between sprinkles or nuts. Make a tree diagram showing the outcomes.

Ice Cream Flavor Syrup Flavor Topping

vanilla

chocolate

chocolate

strawberry

nuts

sprinkles

sprinkles

nuts

Carol has four marbles in a bag.
2 green, 1 red and 1 blue.
If she pulls a marble out and returns it,

what's the probability that she gets a red then a blue?

1/2

1/16

1/4

1/8

1/256

2/16

1/120

2/31

Sammy has the letters for the word
TWIN RIVERS MIDDLE
written out on separate cards.
If he pulls a card, returns it and pulls another,
what is the probability he will pull 2 D's?

David has a spinner with 5 equal sections
numbered 1,2,3,4,5. If he spins the spinner
2 times, what's the probability

he spins an odd number then an even number?

2/25

6/25

1/5

2/5

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