A quarter and a nickel are tossed. How many outcomes are possible?
Question 1 options:
8
2
4
10
17 answers
There are only two possible outcomes when a quarter and a nickel are tossed. The first outcome is when both coins land on heads and the second outcome is when both coins land on tails. Therefore, the correct answer is 2.
A group of five boys and three girls are trying out for a play. What is the probability that the first person chosen to be in the play is a boy?
Question 2 options:
3 of 5
5 of 8
3 of 8
Question 2 options:
3 of 5
5 of 8
3 of 8
There are a total of 8 people trying out for the play, with 5 boys and 3 girls. The probability that the first person chosen is a boy can be calculated by dividing the number of favorable outcomes (choosing a boy) by the total number of possible outcomes (choosing any person).
In this case, there are 5 boys out of a total of 8 people trying out, so the probability of choosing a boy as the first person is 5/8.
Therefore, the correct answer is "5 of 8".
In this case, there are 5 boys out of a total of 8 people trying out, so the probability of choosing a boy as the first person is 5/8.
Therefore, the correct answer is "5 of 8".
Julie has 2 red crayons, 3 green crayons, 5 black crayons, 1 blue crayon, and 3 orange crayons in a box. If she reaches in the box without looking and selects a crayon, what is the probability she will get a green crayon?
Select the correct answer.
Question 3 options:
2 of 14
4 of 14
3 of 14
6 of 14
Select the correct answer.
Question 3 options:
2 of 14
4 of 14
3 of 14
6 of 14
There are a total of 2 red crayons + 3 green crayons + 5 black crayons + 1 blue crayon + 3 orange crayons = 14 crayons in the box.
Out of these 14 crayons, there are 3 green crayons.
Therefore, the probability of selecting a green crayon is 3/14.
So, the correct answer is "3 of 14".
Out of these 14 crayons, there are 3 green crayons.
Therefore, the probability of selecting a green crayon is 3/14.
So, the correct answer is "3 of 14".
What term defines the number of possible outcomes?
Select the correct answer.
Question 5 options:
ratio
probability
sample space
outcome
Select the correct answer.
Question 5 options:
ratio
probability
sample space
outcome
The term that defines the number of possible outcomes is "sample space".
The sample space refers to the set of all possible outcomes in a given situation or experiment. It encompasses all possible results or events that can occur.
Therefore, the correct answer is "sample space".
The sample space refers to the set of all possible outcomes in a given situation or experiment. It encompasses all possible results or events that can occur.
Therefore, the correct answer is "sample space".
The letters in the word MISSISSIPPI are put into a bag. What is the probability of randomly selecting the letter P from the bag?
Select the correct answer.
Question 6 options:
Mathml image 1
Mathml image2
Mathml image3
4
Mathml image4
Select the correct answer.
Question 6 options:
Mathml image 1
Mathml image2
Mathml image3
4
Mathml image4
In the word MISSISSIPPI, there are 11 letters in total.
Out of these 11 letters, there are 4 instances of the letter P.
Therefore, the probability of randomly selecting the letter P from the bag is 4/11.
So, the correct answer is "Mathml image 3".
Out of these 11 letters, there are 4 instances of the letter P.
Therefore, the probability of randomly selecting the letter P from the bag is 4/11.
So, the correct answer is "Mathml image 3".
There are three students named Terri in a class of 24. If one student is randomly chosen to help the teacher pass out papers, what is the probability that it will be someone named Terri?
Select the correct answer.
Question 7 options:
Mathml image 1
Mathml image2
Mathml image3
Mathml image4
Select the correct answer.
Question 7 options:
Mathml image 1
Mathml image2
Mathml image3
Mathml image4
Out of the 24 students in the class, there are 3 students named Terri.
Therefore, the probability of randomly choosing a student named Terri is 3/24.
Simplifying this fraction gives 1/8.
So, the correct answer is "Mathml image 1".
Therefore, the probability of randomly choosing a student named Terri is 3/24.
Simplifying this fraction gives 1/8.
So, the correct answer is "Mathml image 1".
A bag of candy contains red, blue, yellow, orange, green, and brown pieces. If one of each color were put into a bag, what is the probability of drawing out a red piece?
Select the correct answer.
Question 8 options:
Mathml image1
Mathml image2
Mathml image3
Mathml image4
Select the correct answer.
Question 8 options:
Mathml image1
Mathml image2
Mathml image3
Mathml image4
The bag contains one piece of each color - red, blue, yellow, orange, green, and brown.
Therefore, the total number of pieces in the bag is 6.
Out of these 6 pieces, there is 1 red piece.
Therefore, the probability of drawing out a red piece is 1/6.
So, the correct answer is "Mathml image 1".
Therefore, the total number of pieces in the bag is 6.
Out of these 6 pieces, there is 1 red piece.
Therefore, the probability of drawing out a red piece is 1/6.
So, the correct answer is "Mathml image 1".
How many possible outcomes are there for this event?
choosing a bicycle that has one speed, three speeds, or ten speeds that is either red, blue, green, or black in color
Select the correct answer.
Question 9 options:
19
12
9
7
choosing a bicycle that has one speed, three speeds, or ten speeds that is either red, blue, green, or black in color
Select the correct answer.
Question 9 options:
19
12
9
7
To determine the total number of possible outcomes for this event, we need to multiply the number of options for each characteristic together.
For the number of speeds, we have three options: one speed, three speeds, or ten speeds.
For the color, we have four options: red, blue, green, or black.
Multiplying the number of options for the number of speeds (3) with the number of options for the color (4) gives us a total of 3 * 4 = 12 possible outcomes.
Therefore, the correct answer is "12".
For the number of speeds, we have three options: one speed, three speeds, or ten speeds.
For the color, we have four options: red, blue, green, or black.
Multiplying the number of options for the number of speeds (3) with the number of options for the color (4) gives us a total of 3 * 4 = 12 possible outcomes.
Therefore, the correct answer is "12".
All eleven letters in the word GRASSHOPPER are put in a box. What is the probability of drawing a vowel from the box?
Select the correct answer.
Question 10 options:
3 of 11
9 of 11
2 of 11
Select the correct answer.
Question 10 options:
3 of 11
9 of 11
2 of 11
In the word GRASSHOPPER, there are 11 letters in total.
Out of these 11 letters, there are 3 vowels (A, O, E).
Therefore, the probability of drawing a vowel from the box is 3/11.
So, the correct answer is "3 of 11".
Out of these 11 letters, there are 3 vowels (A, O, E).
Therefore, the probability of drawing a vowel from the box is 3/11.
So, the correct answer is "3 of 11".