1 whole degrees
180
inside paranthesis -
go right
parent sec /csc range
(-inf, -1] U [1, inf)
if ratiox=y, then the side adjacent to x is x times the length of the side oppositeq
check using triange
semicircle how many arcs of radius length
pi
3/4 circlehow many arcs of radius length
3pi/2
how to find large degrees
see how many revs it is as simplified fraction (degree/360)
angle where tan is udefined
pi/2 ad 3pi/2 on unit circle
finding average rate f change
check both values then put into change of slope formula
sec3pi
1/cos3pi
cos changes every
pi/2
when finding x
think what input you need unit-circle wise to get y
x ints on cos represent
y ints on unit circle
x ints on cos
pi/2 + pin
intersects of cos and sin represent
same signs in q1 and 3, sinpi/4=cospi/4
sin starts and down
pi/2
cos starts and down
pi
how far apart asmpyotes
1/2 period
writing equation of curve given asymptoes
divide 2pi/asymptote with 2pi numerator
gives horizontal shrink so do opposite
tan goes up and down
halway thru pi/2
period of tn funs
stretch/shrink factor, not double, but still opposite
f(x)=tanx and g(x)=cotx
f(x) * g(x) > 0
contan goes thru what with what period
pi/2 with period of pi
cot upper and lower points
halfway between pi/2 and 0