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PACE MPC Spring Quiz 2

Total questions: 18

Worksheet time: 16mins

Name
Class
Date
1.

At the cafeteria, 93 people chose coffee as their beverage and 47 chose juice. 25 people chose both coffee and juice. If each person chose at least one of these beverages, how many people were in the cafeteria?

(a)  

2.

The Venn diagram shows the breakfast preferences of the children at PACE. They chose between cereals (C) and pancakes (P). How many children like Cereals?

(a)  

3.

According to the Venn Diagram, how many kinds of food can help to improve eyesight and hair growth , but will not help with glowing skin?

(a)  

4.

A class of 30 students are surveyed and asked if they ever had cats or dogs for pets at home. 15 people said they had a dog. 20 people said they had a cat. 5 people said they had never had a cat or a dog. How many people had both a cat and a dog?

(a)  

5.

Audrey, Bel and Ella have 20 sweets in a pile. Audrey takes half the pile and Bel then takes half of what is left. Ella gets the remaining sweets. How many sweets does Ella get?

(a)  

6.

Some friends cut up 15 apples. They cut 7 into halves and the rest into quarters. How many pieces of apple were there?

(a)  

7.

Henry thinks of a number, adds 2 to it and multiplies the result by 5. The final answer is 30. What was the original number?

(a)  

8.

Five coins lie on a table as shown in the diagram. In what order were they placed?

a)

Z,V,W,Y,X

b)

Y,X,Z,W,V

c)

X,W,V,Z,Y

d)

X,Y,Z,W,V

e)

Z,Y,W,V,X

9.

3 cubes are joined as shown and then painted. How many faces of the cubes do not get painted?

(a)  

10.

There are 10 electric poles in a straight road, 100 m apart. What is the distance from the first to the last pole, in meters?

(a)  

11.

The number in each block is the sum of the numbers in the two blocks below it. What number should be in the top block?

(a)  

12.

Which of the following numbers has the tens digit twice the thousands digit and the hundreds digit equal to the sum of the other 3 digits?

a)

1629

b)

1924

c)

1962

d)

1926

e)

6912

13.

If each child can blow up 3 balloons in 1 minute, how many balloons can a group of 5 children blow up in 2 minutes?

(a)  

14.

In my pocket I have three coins, a 50 cents coin, a $1 coin and a $2 coin. How many different amounts of money can I make up using one or more coins?

(a)  

15.

Emily arrived at the bus stop to find she had missed the 09:27 bus by two minutes and would have to wait for the 09:57 bus. How long will she have to wait, in minutes?

(a)  

16.

The digits 7, 5, and 9 are written on cards. Six different 3-digit numbers can be made using these cards. If these numbers are arranged from the smallest to the largest, in which position is 795?

a)

6th

b)

2nd

c)

3rd

d)

4th

e)

5th

17.

There are five blocks of different colours stacked on top of each other. The red block is above the purple block, the blue block is underneath the orange block and the green block is below the blue and above the red. Which colour is the bottom block?

a)

red

b)

green

c)

blue

d)

orange

e)

purple

18.

A carpenter made 20 chairs and stools with a total number of 73 legs. If the chairs each have 4 legs and the stools each have 3 legs, how many chairs did she make?

(a)