Limits of piecewise functions
Transformation rules
degrees and radians
Unit circle and trig functions
Polynomial functions
100

Determine   lim f(x)

                   x->4+


     f(x)={9-3x for x ≥ 4

                    x2-10 for x<4


lim  f(x)=-3

x->4 +

100

what does -f(x) mean?

Reflection across x-axis
100

Convert 45°  into its radian form

𝛑/4

100

sin(300° )

√3/2

100

What is the degree of f(x)?

f(x)=3x6-4x5+6x2+30

200

Determine the value of c

f(x)={ cx+3   x<2

          3x+c   x≥ 2

c=3

200

What does f(x+h) mean?

Translates to the left

200

Evaluate tan (𝛑/3)

√3

200

sin(-135° )

√2/2

200

is it even, odd, or neither 

1.) f(x)=x3-8x

2.) f(x)= x3-5x2+2


1.) odd

2.)neither

300

Find the values when x=-1, x=0


f(x)={ 2x+1    x<0

          2x+2    x≥ 0

f(-1)=-1

f(0)=2

300

List the transformations for the following equation

f(x)=(x+20)-6

transformation left 20

transformation down 6

300

What is 5𝛑 in degrees?

90° 

300

tan(7π /6)

√3/3

300

What is the max number of turns the graph could make?

f(x)=-5x7+20x5-3x+50

6 :)

400

Find the lim f(x)

                  x->2


f(x)={ 5x+3     x<2

          2x2+5    2≤ x<4

          x3-5x+3    x≥ 4

13

400

What would a function that is translated down 3 units and right 50 look like?

f(x)=(x-50)-3

400

Determine the reference angle for 11𝛑/4

𝛑/4

400

sec(330° )

2√3/3

400

Describe the end behavior of

f(x)=-5x4-2x2+8

left side pointing down

right side pointing down

500

Find the values when x=-2, x=2, x=5



f(x)={ 4x+5   x<2

          3x-8     x≥ 2

f(-2)=-3

f(2)=-2

f(5)=7

500

Write an absolute value function for the following transformations

reflection over x-axis

translation left 10 units

translation down 30 units

f(x)=-|x+10|-30

500

Convert 532° into its radian form

532𝛑/180

or

9.285...

500

tan(11π /4)

-1

500

What is the end behavior 

f(x)= x5+2x2-3x

as x -> -∞

       f(x)-> -∞ 


as x -> ∞ 

       f(x) -> ∞ 

M
e
n
u