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27 Cards in this Set
- Front
- Back
Vertically opp. angles |
are equal |
|
Angles on st. line |
add to 180 degrees |
|
Angles at a point |
add to 360 degrees |
|
Corresponding angles on parralel lines |
are equal |
|
Alternate angles on parallel lines |
are equal |
|
Co- int angles on parallel lines |
add to 180 degrees |
|
Angles in a triangle |
add to 180 degrees |
|
Base angles of isos triangle |
are equal |
|
Angles in equilateral triangles |
are 60 degrees |
|
Interior angles of an n sided irregular polygon |
add to 180(n-2) |
|
Exterior angles of any irregular polygon |
add to 360 degrees |
|
Regular polygons |
have equal sides and angles |
|
Similar polygons |
Have the same sides. Sides are in proportion |
|
The angle at the centre |
is twice the angle at the circumference |
|
Angles on the same arc |
are equal |
|
Tangent to a circle |
is perpendicular to the radius |
|
Opp. angles in a cyclic quadrilateral |
add to 180 degrees |
|
Exterior angles in a cyclic quadrilateral |
is equal to the opposite interior angle |
|
Pythagoras Theorem |
relationship between 3 sides of a triangle a squared+ b squared =c squared |
|
Hypotenuse |
longest side |
|
Adjacent |
the side next to given angle |
|
Opposite |
The opposite of given angle |
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SOH-CAH-TOA |
Sin=O/H Cos=A/H Tan=O/A |
|
< |
less than |
|
> |
greater than |
|
< |
less than or equal to |
|
> |
greater than or equal to |