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Square Properties

Total questions: 12

Worksheet time: 11mins

Name
Class
Date
1.

Sarah drew a quadrilateral with two pair of parallel sides, which quadrilateral did she draw

a)

Square

b)

Rectangle

c)

Trapizum

d)

Both square and a rectangle

2.

If the side of a square is 5mm, it's perimeter can be found by:

a)

Multiplying 4 by 5mm

b)

Multiplying 5mm by 5mm

c)

Adding 4 and 5mm

d)

subtracting 4 from 5mm

3.

Each interior angle of a square is _______.

a)

obtuse angle

b)

acute angle

c)

complete angle

d)

right angle

4.

Each interior angle f a square is a ________.

a)

acute angle

b)

right angle

c)

complete angle

d)

obtuse angle

5.
The diagonals of a square 
a)
form two 45° angles at each vertex
b)
form two 40° angles at each vertex
c)
form two 35° angles at each vertex
d)
form two 50° angles at each vertex
6.

MNKL is a square. What is the measurement of angle MKN.

a)

180 degrees

b)

90 degrees

c)

60 degrees

d)

45 degrees

7.

If a piece of wire of length 20m is bend to make a square, the 20m will represent the

a)

length of one side of the square

b)

area of the square

c)

perimeter of the square

d)

diagonal of the square

8.

If the same 20m length of wire was used to make the square what would be the length of one side

a)

12m

b)

5m

c)

10m

d)

4m

9.

What is the length of the sides of a square that has an area of 25mm

a)

10mm

b)

4mm

c)

15mm

d)

5mm

10.

What is the key difference between a square and a rectangle?

a)

A square has 4 right angles but a rectangle does not.

b)

A square has 4 equal sides but a rectangle has no equal sides.

c)

A square has 4 equal sides but for a rectangle, only the opposite sides are equal.

d)

A square has 4 pairs of perpendicular lines but a rectangle only has 2 pairs of perpendicular lines.

11.

The read dash on each of the side of this figure indicates ________

a)

the side are not all parallel

b)

the sides are all equal

c)

the side are all parallel

d)

the sides are all unequal

12.
What does it mean to have diagonals bisect each other?
a)
That go across each other
b)
The point where diagonals meet is the midpoint
c)
The angles are congruent
d)
The full diagonal line is congruent to the other diagonal line