Sine
Cosine
Secant
Cosecant
Tangent
Cotangent
100

How do we find the period for our Sine functions if they are in the form 

y=Asin(Bx-C)

"What is "(2pi)/B

100

How do we find the Amplitude for our cosine functions if they are in the form 

y=Acos(Bx-C)

"What is " |A| 

100

What trigonometric functions graph do we use to graph secant? 

What is Cosine

100

What trigonometric function do we use to graph Cosecant?

What is Sine.

100

What are the points that begin and end one period of the Tangent function?

What are vertical asymptotes. 

100

Besides the vertical asymptotes, what are the other three points needed to graph the cotangent function?

What ar the x-intercept and the points 1/4 and 3/4 of the way between consecutive asymptotes? 

250

Where is the starting point of the Sine graphs when there are no vertical or phase  shifts

What is the origin, (0, 0)

250

Where is the starting point of the Cosine graphs when there are no vertical or phase shifts

What is (0, Maximum)

250

Where do the vertical asymptotes of the secant functions occur?

What is at the x-intercepts of the cosine function.

250

Where do the vertical asymptotes in the Cosecant function occur in relation to the graph of the sine function. 

What are the x-intercepts of the sine function? 

250

How would you find the placement of the vertical asymptotes for two full periods of the equation

y=Atan(Bx-C)

What is set 

(Bx-C)=-pi/2,pi/2, and (3pi)/2

250

How would you find the placement of the vertical asymptotes for two full periods of the equation

y=Acot(Bx-C)

What is set 

(Bx-C)=0, pi, and 2pi

250

What is the Amplitude of the function?

y=-3sin(pix-pi)

What is A = 3

250

What is the Period of the function?

y=-3cos(pix-pi)

What is 2

250

Where do the Maximums of secant functions occur in relation to cosine functions

What are the maximums occur at cosine's minimums

250

Where do the minimums of the cosecant function occur?

What are minimums occur where Sine has maximums?

250

What equation can we use the find the x-intercepts of an interval of the tangent function?

what is the equation 

(x_1+x_2)/2

250

If we use the equation

(x_1+x_2)/2

to find the points 1/4 and 3/4 of the way through our interval, what x values will we need?

What are the x values at the first vertical asymptote, the x-intercept, and the second vertical asymptote?

500

What are the 5 critical points of the function

y=2sin(2x-pi)

What are the points 

(pi/2, 0), ((3pi)/4, 2), (pi, 0), ((5pi)/4, -2), ((3pi)/2, 0)

500

What are the 5 critical points of the function

y=2cos(2pix+pi)

What are the points

(-1/2, 2), (-1/4, 0), (0, -2), (1/4, 0), (1/2, 2)

500

Where are the vertical asymptotes of the function

-1/2 sec(pix)


Where are the x-values of 

x=1/2 and x=3/2

500

Where are the Vertical asymptotes in one period of the function

y=1/2csc(x/2)

What are the x values of 

0, 2pi, and 4pi

500

Where are the x-intercepts of two periods of the equation 

y=1/2tan(x/4)

What are the points 

(0, 0), (4pi, 0)

500

Where are the x-intercepts of two periods of the equation 

y=1/3cot(x/2)

What are the points 

(pi, 0), (3pi, 0)

500

What are the 5 critical points of the function

y=-4sin(2pix)

What are the points 

(0, 0), (1/4, -4), (1/2, 0), (3/4, 4), (1,0)

500

What are the 5 critical points of the function

y=1/2 cos(2x-pi)

What are the points 

(pi/2, 1/2), ((3pi)/4, 0), (pi, -1/2), ((5pi)/4, 0), ((3pi)/2, 1/2)

500

What are the five critical points we would use from the reciprocal functions of 

y=3sec(2pix-pi)

What are the points


(1/2, 3), (3/4, 0), (1, -3), (5/4, 0), (3/2, 3)

500

What are the five critical points we would use from the reciprocal function of 

y=2csc(x/2-pi/4)

What are the points

(pi/2, 0), ((3pi)/2, 2), ((5pi)/2, 0), ((7pi)/2, -2), ((9pi)/2, 0)


500

What are the points 1/4 and 3/4 of the want through one interval of the equation

y=-3tan(x/4)

What are the points 

(-pi, 3), (pi, -3)

500

What are the points 1/4 and 3/4 of the want through one interval of the equation

y=-2cot(x/2)

What are the points 

(pi/2, -2), ((3pi)/2, 2)