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Total questions: 13

Worksheet time: 14mins

Name
Class
Date
1.

Marcus’s favorite casserole recipe requires 3 eggs and makes 6 servings. Marcus will modify the recipe by using 5 eggs and increasing all other ingredients in the recipe proportionally. What is the total number of servings the modified recipe will make?

a)

6

b)

8

c)

10

d)

12

e)

15

2.

The 35-member History Club is meeting to choose a student government representative. The members decide that the representative, who will be chosen at random, CANNOT be any of the 3 officers of the club. What is the probability that Hiroko, who is a member of the club but NOT an officer, will be chosen?

a)

0

b)

4/35

c)

1/35

d)

1/3

e)

1/32

3.
Choose the letter that represents the missing length in the figure
a)
12
b)
10
c)
7
d)
6
4.
The 4 integers j,j,k,n must have an average of 0. Which of the following equations must be true?
a)
k=n
b)
k=-j
c)
k+n=-2j
d)
k+n=0
5.
What is the answer to an addition problem called?
a)
difference
b)
number
c)
sum
d)
equal
6.
What is the answer to a multiplication problem called?
a)
Difference
b)
Sum
c)
Quotient
d)
Product
7.
Which term indicates that we should add?
a)
Increased by
b)
Less than
c)
Times
d)
Divided into
8.
What is 7.25% converted to a decimal?
a)
.725
b)
0.725
c)
0.0725
d)
7.25
9.
Convert 150% into a decimal number.
a)
.15
b)
1.5
c)
15
d)
.015
10.

A team of 7 people is to be chosen from 5 women and 7 men. Calculate the number of different ways in which this can be done if the team is to contain more women than men.

a)

10

b)

21

c)

196

d)

792

11.

The letters of the word THURSDAY are arranged in a straight line. Find the number of different arrangements of the letters if the arrangement must start with the letter T and end with the letter Y.

a)

28

b)

56

c)

720

d)

40320

12.

The letters of the word THURSDAY are arranged in a straight line. Find the number of different arrangements of the letters if the second letter in the arrangement must be Y.

a)

56

b)

40320

c)

720

d)

5040

13.

A team of 5 students is to be chosen from a class of 10 boys and 8 girls. Find the number of different teams that may be chosen if the team must contain at least one boy and one girl.

a)

306

b)

153

c)

8260

d)

5216