Angles and Lines Flashcards
Stuff on how to construct a triangle, parallel lines and more...
What do all of the angles of a line add up to?
180
What do all the angles around a point add up to?
360
What is the rule with vertically oposite angles?
They are the same.
How do corresponding angles look and what is its rule?
How do alternating angles look and what is the rule?
How do CO-interior angles look and what is its rule?
What are the two properties of triangles?
- The angles = 180 degrees
- The exterior angle is the same as the two oposite interior angles.
What is the order of rotational symmetry and lines of symmetry of a rectangle?
- 2 lines of symmetry
- Rotational symmetry of 2
What is the order of rotational symmetry and lines of symmetry of a square?
- 4 lines of symmetry
- Rotational symmetry of 4
What is the order of rotational symmetry and lines of symmetry of a parallelogram and how does one look?
What is the order of rotational symmetry and lines of symmetry of a kite?
- One line of symmetry
- No rotational symmetry
What is the order of rotational symmetry and lines of symmetry of a rhombus and how does it look?
What is the order of rotational symmetry and lines of symmetry of a trapezium and how does it look?
What is the defenition of a regular polygon?
A regular polygon is a shape with 3 or more equal sides.
How do you find the sum of the sum of the interior angles in a polygon?
I = (n - 2) x 180
n = #sides
I = sum of all interior angles
What is the sum of all exterior angles?
180n - I (sum of inetrior angles)
What are the two equations for exterior angles?
E = 180n - I
I + E = 180n
What are the 3 rules for bearings?
- Always measure the angle starting from north
- Always measure angle clockwise
- Always write bearings using 3 digits
What is the equation of pythagoras?
C^2 = a^2 + b^2
What is the relationship between the enlargment and area of enlargment?
n = n^2
What is the relationship between the enlargment and volume of enlargment?
n = n^3
What are the cherectaristics of an isosceles triangle
2 sides are the same length
What are the charectaristics of scalene triangles?
A triangle whose all 3 sides have different lengths, and all three angles are of different measures.