A
B
C
D
E
100
An ordinary six-sided die is thrown. List the outcomes of choosing a number between 1 and 5.
2, 3, 4
100
The probability of choosing a number which is at most 4 is the same as the probability of choosing a number which is less than...
5
100
Some students were surveyed about whether they study History or Geography. How many students were surveyed?
31
100
The numbers 1 to 7 are written on cards, the cards are shuffled and one is selected at random. What is the probability that it is a number less than 4?
3/7
100
How many people drink at least one beverage?
People can drink one or two beverages, so there are 32 people.
200
How many people drink tea or coffee but not both?
27
200
TRUE or FALSE: In a normal deck of 52 cards, getting a red 9 and getting a diamond are mutually exclusive.
FALSE
200
TRUE OR FALSE:
If there are a group of people wearing red, green, black and white Nikes (each shoe is one colour), the complement of the event 'wearing red Nikes' is 'wearing green or black Nikes'.
FALSE- The complement would be 'wearing green, black or white Nikes'
200
TRUE OR FALSE:
Watching TikTok videos and studying are mutually exclusive events.
TRUE. You can't do both at the same time.
200
This shows information about a year 8 class. How many students passed Maths but didn't pass science?
4
300
A standard die is rolled once. What is the probability that the number rolled is less than 4 and even?
1/6
300
A standard die is rolled once. What is the probability that the number rolled is less than 4 or even but not both?
4/6
300
A class has 20 boys and 12 girls. What is the percent chance that they will choose a girl to answer a question? (answer to the nearest decimal place)
37.5%
300
A standard die is rolled once. What is the probability that the number rolled is even or a 5 or both?
4/6
300
On a 15 sided die, find the probability of rolling a multiple of 2 or a multiple of 3, but not both.
The multiples of 2 on the die are: 2, 4, 6, 8, 10, 12, and 14
The multiples of 3 on the die are: 3, 6, 9, 12, and 15
6 and 12 belong to both groups, so cannot be counted.
This leaves:
8/15
400
A card is drawn at random from a deck of 52 playing cards. What is the probability the selected card will be neither a jack nor a black queen?
46/52
400
TRUE OR FALSE:
The probability of rolling a number that is at most 4 on a 6 sided die is equal to the complement to the probability of choosing the letter E from the word CHEETO.
TRUE.
P(Rolling at most a 4) = 4/6
P(Not choosing E) = 4/6
400
A letter is chosen at random from the word SPINNER. Find the probability that the letter is not a vowel.
5/7
400
A card is drawn at random from a deck of 52 playing cards. What is the probability the selected card will be a red card or a number at most 4 or both?
34/52
400
The Venn diagram shows how many numbers between 1 and 100 are odd and how many are prime. If an odd number is chosen, what is the probability that it is prime?
24/100
500
A letter is chosen at random from the phrase "SUBSCRIBE TO PEWDIEPIE". Find the probability that the letter is a vowel or from the first half of the alphabet, but not both.
4/20
500
Rachel has eight socks in her sock drawer, They are not joined together. Two are red, two are green, two are yellow and two are blue. She has randomly chosen one sock and is now going to randomly choose another sock.
What is the probability that it is the same colour as the first sock?
1/7
500
A card is taken from a standard deck of 52 playing cards. Find the probability of picking a black 2, or a picture card or a red card but not all three.
28/52
500
The letters of the word SUCCESS are written on cards. A card is selected random and the letter noted. Find the probability that the letter chosen is also a letter of the word CUT.
The letters in the word CUT, that also are appear in the word SUCCESS are U and C.
There is 1 U and 2 C's, therefore 3 letters in the word satisfy this event.
That is 3 out of a total of 7 =
3/7
500
Construct a Venn diagram representing the following data:
A class of 31 students was asked about the toppings they would like on their pizza. Each pizza has a tomato sauce base and cheese. The toppings were ham and pineapple. 14 students liked pineapple, 1 student only liked pineapple, and 5 didn't like either of the toppings.
What is the probability that a random student picked from the class only likes ham on their pizza.
P(Only Ham)=12/31