Question

An experiment consists of rolling two fair dice and adding the dots on the two sides facing up. Using the sample space provided below and assuming each simple event is as likely as any other, find the probability that the sum of the dots is 9.

Answer #1

An experiment consists of rolling two fair dice and adding the
dots on the two sides facing up. Using the sample space provided
below and assuming each simple event is as likely as any other,
find the probability that the sum of the dots is 4 or 9.

Question:
Q1) An experiment consists of rolling two fair dice and
recording the outcome as an ordered pair: (#1st die, #2nd die).
a. Find the sample space S of the experiment (list each
outcome).
b. Let A be the event that the sum of the dice is 4. Find A and
P(A)
c.Let B be the event that at least one of the dice lands on 3.
Find B and P(B).
d. Find A n B and P(A n B)...

Consider the probability experiment consisting of rolling two
fair six-sided dice and adding up the result. (Recall: “fair” means
each side is equally likely.)
(a) Identify the sample space. S = { }
(b) Let W be the event that the dice roll resulted in the number
12.
Then P(W) =
(c) Classify the probability you found in the previous part
(circle one):
theoretical probability empirical probability subjective
probability
Explain your answer.
(d) Describe W0 in words (without using the...

please answer the following questions:
*An experiment consists of rolling two dice. Find the
probability that the sum is greater than or equal to 9 or
even.
*A die is rolled. find
a- sample space for the experiment.
b- event of rolling an even number.
c- probability of rolling at least a number 3.

In an experiment, two fair dice are thrown. (a) If we denote an
outcome as the ordered pair (number of dots on the first die,
number of dots on the second die), write down the sample space for
the experiment. (So a roll of “1 dot” on the first die and a roll
of “3 dots” on the second die would be the ordered pair (1, 3) in
the sample space S.) You can think of the first die as...

Consider the random experiment of rolling a pair of fair dice.
What is the probability that one of the dice has the number
1 or less facing up given that the other has at
least the number 1 facing up?

1. A random experiment consists of throwing a pair of dice, say
a red die and a green die, simultaneously. They are standard
6-sided dice with one to six dots on different faces. Describe the
sample space.
2. For the same experiment, let E be the event that the sum of
the numbers of spots on the two dice is an odd number. Write E as a
subset of the sample space, i.e., list the outcomes in E.
3. List...

Consider the following experiment of rolling two standard,
six-sided dice. Use the full sample space for rolling two standard,
six-sided dice. Use the sample space to calculate the
following.
Let E be the event that both face-up numbers are odd. Find
P(E).
Let F be the event that the face-up numbers sum to 7. Find
P(F).
Let T be the event that the sum of the face-up numbers is less
than 10. Find P(T).

An experiment consists of rolling two 6-sided dice. Find the
probability that the sum of the dice is at most 5. Write your
answer as a simplified fraction, i.e. a/b

A
probability experiment consists of rolling a fair 16 soded die.
Find the probability of the event below.
rolling a 16

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