Math Quadrilaterals Special Properties Flashcards

S1 Quiz

1
Q

If a rectangle is cut into 4 triangles, the triangle at the side is an?

A

isosceles

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1
Q

The four angles at each corner of a rectangle are?

A

Equal (reason: angles in a rectangle)

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1
Q

Opposite sides of a rectangle are?

A

Equal and Parallel

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2
Q

What is the sum of a quadrilateral?

A

360 degrees (reason: angles sum of a quadrilateral)

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3
Q

The diagonals in a rectangle are?

A

Equal in length and bisect each other

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4
Q

The opposite sides of a parallelogram are?

A

equal and parallel

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5
Q

The two angles at the top and bottom corners of the same side of a parallelogram add up to?

A

180 degrees (reason: interior angles, __//__)

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6
Q

The opposite angles in a parallelogram are?

A

equal (reason: opposite angles of a parallelogram)

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7
Q

All four sides of a square are?

A

equal

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7
Q

The diagonals of a parallelogram?

A

Bisect each other (not into equal halves)

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8
Q

The opposite sides of a square are?

A

parallel

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9
Q

The corner angles of a square are?

A

Equal and is 90 degrees each (reason: angles in a square)

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10
Q

The diagonals in a square are? (2)

A

Bisect each other at 90 degrees

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11
Q

The diagonals in a square are? (1)

A

Equal in length

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12
Q

when a square is cut into four triangles, the triangle at the side is?

A

an isosceles

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13
Q

How many pairs of a trapezium are parallel?

A

1

14
Q

The non-parallel sides of an isosceles trapezium are?

A

equal in length

15
Q

The two angles that lie on the parallel lines of an isosceles trapezium are?

A

equal (reason: base angles of isosceles trapezium)

16
Q

The opposite sides and opposite angles of a rhombus are?

A

equal (reason: opposite angles of a rhombus)

17
Q

All 4 sides of a rhombus are?

A

equal

18
Q

The diagonals of a rhombus? (2)

A

bisects the angle at each corner (reason: diagonals bisect angles)

18
Q

The diagonals of a rhombus? (1)

A

bisects at 90 degrees

19
Q

The two pairs of adjacent sides of a kite are?

A

equal

19
Q

The two triangles formed in a kite are?

A

isosceles triangles

20
Q

The opposite angles on which diagonal of the kite are equal?

A

shorter diagonal

21
Q

What is another property of the diagonals in a kite?

A

the longer diagonals bisect angles

22
Q
A
22
Q

The longer diagonal bisects the other diagonal at?

A

90 degrees