3u Flashcards
Two circles that touch have
A common tangent at point of contact
Equal chords subtend
Equal angles at the centre
Angle at the centre is
Twice the angle at the circumference
Tangent is
Perpendicular to radius
Angles on same segment
Are equal
Angle in a semi circle
Is a right angle
Line from centre to chord
Bisects the chord
Equal chords are
Equidistant from centre
Products of intersects of chords
Are equal
Opposite angles in a cyclic quad are
Supplementary
Exterior angle of cyclic quad is
Equal to opposite interior angle
Tangents to a circle are
Equal
Angle between tangent and chord is
Equal to angle in alternate segment
P(x)=
q(x) x a(x) + r(x)
How to find point of intersection
Simultaneous
Steps to drawing a function graph
- Determine odd or even
- X-Ints (domain)
- Y-ints (limit)
- Sub some shit in
Other form of absolute value
Square root, thing inside squared