trig Flashcards
two trig triangles
proof of sin rule
proof of cosine rule
proof of area of a triangle
unit circle
radians
arc length - radians
area of sector - radians
derive small angle approximations
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trig graphs + period
inverse trig functions
Arcsin / Arccos / Arctan
how to draw inverse trig
Restrict domain to make function 1 to 1
Reflect sin / cos / tan graph in line y=x
inverse trig equations
Reciprocal of normal trig function
Cosec / sec / cot
asymptote for reciprocal trig
Must have asymptote when tan / cos / sin go through x axis because 1 divided by 0 is impossible
Trig identities
Proof of compound angle formula
Double angle formula
equivalent forms
how to solve trig equations
If range is more than 360…
Find ALL answers between 0 and 360
Keep adding on NEW period of graph - NOTESSSS
what to do if funny trig function
Solve normally – THEN apply translations
THEN – add on period until all solutions
UNDERSTAND COS AND SIN AS TRANSLATIONS OF EACHOTHER
HOW TO SOLVE TRIG IMPORTANT
solve normally - between 0 and 360
apply transformations
add period of NEW graph until all in range
small angle approx - cos5x
take theta as 5x
so square that too