Attributtes of graphs
Evaluating functions
Triangle triganometry
unit circle
trig transformation s
100

what is the term used to describe the number of edges connected to a node in a graph?

What is degree?

100

what is the value of x and y of the point on the unit circle corresponding to an angle of 90°?

What is (0,1)?

100

2x+5=13

what is x=4

200

Given the function f(x)=3^2-4x+1, evaluate f(2)

what is f(2)=11

200

In the right triangle, if the length of one of the shorter sides is 5 units and the length of the hypotenuse is 13 units, what is the the value of the sine of the acute angle opposite to the adjacent side?

what is 5/13?

200

consider the transformation of the function f(x) =x^3. which transformation represents a vertical shift followed by a horizontal compression?

what is f(x)=(x-2)^3

300

which of the following attributes a graph represents the number of times a specific value happens?

what is mean

300

consider the optimization problem of finding the maximum value of a function f(x) over a closed interval [a,6].which of the following evaluation functions would be the most suitable for this problem

what is maximum function value?

300

In a triangle ABC, Angle A measures 60° and side Ac measures 8units. Given that the sine of Angle B is 8 what is the length of side BC?

what is 6.77 units
400

which of the attributes indicates a positive correlation between two variables

what is steep positive slope?
400

In a triangle ABC,given the angle a=60°, side AB=8 units, and side bc=5 units find the length of AC

what is AC=7 units?

400

In the unit circle which trigonometric function is represented by the y-coordinate of a point on a circle 

what is sine?

400

which of the following transformations correctly represents the transformation applied to the graph of  y=x^3 to obtain the graph of y=-2(x+1)^3+4

what is shift 1 unit left, stretch vertically by a factor of 2shifts 4 units up?

500

Consider the function f(x) =(x^3 -4x^2+3x+2)/(2x-1) find the value of -1

what is undefined?

500

Given a point p on the unit circle with coordinates (x,y) determine the exact values of sin(0) and cos (0) if p lies in the second quadrant what is the terminal side of angle 0 passing through p

what is sin(0)y and cos (0)=-x

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