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Q 1/10
Score 0
In a race, 4 people are competing - Mark, John, Paula, and Sarah. How many different ways can the top 3 positions be filled?
30
24
18
12
16
Q 2/10
Score 0
How many different passwords can be made using 7 different digits if each digit can be used only once?
30
3430
5040
2401
980
10 questions
Q.
In a race, 4 people are competing - Mark, John, Paula, and Sarah. How many different ways can the top 3 positions be filled?
1
30 sec
M10SP-IIIa-1
Q.
How many different passwords can be made using 7 different digits if each digit can be used only once?
2
30 sec
M10SP-IIIa-1
Q.
In a choir of 8 members, how many different ways can a trio (3 members) be selected to perform a special song?
3
30 sec
M10SP-IIIa-1
Q.
In a school, there are 5 teachers to choose from to be a mathematics, physics, and chemistry department head. Each teacher can only hold one position. How many possible arrangements of department heads can there be?
4
30 sec
M10SP-IIIa-1
Q.
A lock code is composed of three different digits from 0 to 9. How many unique lock codes can be generated?
5
30 sec
M10SP-IIIa-1
Q.
A pizza chain offers 10 different toppings. How many ways can you choose 4 toppings for your pizza?
6
30 sec
M10SP-IIIa-1
Q.
There are 5 books to arrange on a shelf. In how many different ways can the books be arranged?
7
30 sec
M10SP-IIIa-1
Q.
A basketball coach has 12 players and needs to pick a 5-person lineup. How many different lineups can the coach put together?
8
30 sec
M10SP-IIIa-1
Q.
How many unique 3-digit numbers can be formed using the digits 1, 2, 3, 4, and 5 without repeating any digit?
9
30 sec
M10SP-IIIa-1
Q.
In a singing contest, 5 contestants are competing. How many different ways can the 1st, 2nd and 3rd places be won?
