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IMAS MIDDLE PRIMARY - QUIZIZZ - LESSON 2

Total questions: 10

Worksheet time: 8mins

Name
Class
Date
1.

Stuart and Susan are brother and sister. She says ‘I have a sister’ and he says ‘I have a brother’. What is the smallest possible number of children in their family?

a)

(A) 2

b)

(B) 3

c)

(C) 4

d)

(D) 5

e)

(E) 6

2.

The year 5 students at my local school were surveyed to find which one of the four teams in the local football competition they followed.

How many more students followed the most popular team than followed the least popular team?

a)

(A) 3

b)

(B) 4

c)

(C) 5

d)

(D) 6

e)

(E) 8

3.

Lesley needs to catch the school bus at 7:30 am on school mornings. She takes 25 minutes to get ready and 10 minutes to walk to the bus stop from home. In order to catch the bus, what is the latest time she can get up?

a)

(A) 6:45 am

b)

(B) 6:55 am

c)

(C) 7:00 am

d)

(D) 7:05 am

e)

(E) 7:10 am

4.

A square of paper is folded in half to make a triangle, then in half to make a smaller triangle, then in half again to make an even smaller triangle.

How many layers of paper are in the final triangle?

a)

(A) 3

b)

(B) 4

c)

(C) 6

d)

(D) 8

e)

(E) 12

5.
a)
b)
c)
d)
e)
6.

Miranda ties two ribbons in her hair each day before school. She can choose from her school’s colours of red, blue and white. She has a bag of ribbons with at least four of each colour in it. Without looking, she pulls out some ribbons. How many must she pull out to be sure of a pair of the same colour?

a)

(A) 2

b)

(B) 3

c)

(C) 4

d)

(D) 5

e)

(E) 6

7.

Four rectangles, each 100 cm long and 20 cm wide, are arranged around a square without overlapping, as shown.

How long is each side of the middle square?

a)

(A) 60 cm

b)

(B) 80 cm

c)

(C) 90 cm

d)

(D) 100 cm

e)

(E) 120 cm

8.

In this diagram, when you multiply the two numbers in the circles you get the same answer as when you multiply the two numbers in the squares. What is the missing number?

a)

(A) 3

b)

(B) 4

c)

(C) 5

d)

(D) 6

e)

(E) 10

9.

Li has some small tiles, each 3 cm by 2 cm, which he puts together without overlapping to make a filled-in square. What is the smallest number of these tiles for which this can be done?

a)

(A) 2

b)

(B) 3

c)

(C) 4

d)

(D) 5

e)

(E) 6

10.

A party game played with a six-sided dice is fair if the chance of winning is equal to the chance of losing each time the dice is rolled.

Which one of these games is fair?

a)

(A) You win if you roll a 6

b)

(B) You win if you roll a 2 or a 5.

c)

(C) You win if you roll a number greater than 4.

d)

(D) You win if you roll a number less than 3.

e)

(E) You win if you roll an odd number.