Shape 2 Facts Flashcards

(45 cards)

1
Q

How do you find the area of a parallelogram?

A

Base x perpendicular height

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2
Q

How do we find the area of a rectangle?

A

Length x width

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3
Q

How do we find the area of a triangle?

A

Half x base x perpendicular height

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4
Q

What is the formula for the area of a trapezium?

A

Half x (top + bottom) x height

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5
Q

Name two 2D shapes whose area formulae include dividing by 2.

A

Triangle and Trapezium

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6
Q

What’s the formula for the circumference of a circle?

A

πd or 2πr

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7
Q

What’s the formula for the area of a sector?

A

πr² x angle / 360

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8
Q

What’s the formula for the area of a circle?

A

πr²

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9
Q

What’s the formula for the length of an arc?

A

2πr x angle / 360

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10
Q

How do you find the area of a semi circle?

A

πr² ÷ 2

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11
Q

If you know the length of a radius of a circle, how do you find the diameter?

A

Double the radius

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12
Q

What do we call the straight line across a circle that does not go through the centre?

A

Chord

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13
Q

What do we call the part of a circle between a chord and the circumference?

A

Segment

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14
Q

What do we call the part of a circle between two radii and the circumference

A

Sector

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15
Q

What do we call the straight line that touches a curve at a point but doesn’t cross it?

A

Tangent

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16
Q

Complete the circle theorem: “The angle in a semi circle is …”

A

A right angle

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17
Q

Complete the circle theorem: “The perpendicular from the centre of a circle to a chord….”

A

Bisects the chord

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18
Q

Complete the circle theorem: ‘a radius meets a tangent at…’

A

A right angle

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19
Q

Complete the circle theorem: ‘Opposite angles in a cyclic quadrilateral…’

A

Sum to 180 degrees

20
Q

Complete the circle theorem: ‘The angle at the centre is …”

A

Twice the angle at the circumference.

21
Q

Name the circle theorem which has a triangle and a tangent with a circle

A

Alternate segment theorem

22
Q

What’s the name for a quadrilateral which has all four vertices touching the circumference of a circle?

A

Cyclic quadrilateral

23
Q

Are bearings measured clockwise or antclockwise?

24
Q

From which compass direction are bearings measured?

25
How many figures must a bearing be?
3
26
When measuring a bearing of A from B where is the centre of the protractor placed?
On B
27
If the bearing of A from B is 110, what is the bearing of B from 8
110 + 180 = 290
28
Which regular shapes tessellate?
Squares, equilateral triangles and regular hexagons.
29
What is tessellation?
Shapes fitting together with no gaps between them.
30
When regular hexagons tessellate how many meet at a point?
3
31
When squares tessellate how many meet at a point?
4
32
Why don't regular pentagons tessellate?
No multiple of their interior angle equals 360 degrees
33
If the length scale factor is k, what is the volume scale factor?
34
If the length scale factor is k, what is the area scale factor?
35
If the volume scale factor is t³, what is the area scale factor?
36
If the volume scale factor is t³, what is the length scale factor?
t
37
If the volume scale factor is a, what is the length scale factor?
Cube root of a
38
If the area scale factor is a, what is the length scale factor?
√a
39
How do you find the volume of a cube with side length x?
40
How do you find the volume of a cuboid?
Length x width x height
41
How do you find the volume of a cylinder with height h and radius r?
πr²h
42
How do you find the volume of a prism?
The area of the cross section multiplied by the height
43
What is the formula for the curved surface area of a cylinder with height h and radius r?
2πrh
44
How do you find the volume of a cone with height h and radius r?
A third x πr²h
45
How do you find the surface area of a cuboid with length a, width b and height c?
2(ab + ac + bc)