Trigonometry
Quadratic Equations
Functions
Circular measure
Math terminology
100

Which quadrants have positive values for cosine ?

1 and 4

100

If discriminant = 0, what. do the roots look like ?

real and equal

100

Is y=x3 an odd or even function ?

odd

100

The circumference of a circle is 44. Find radius.

100

Which number is neither prime nor composite ?

1

200

If SinA = 12/13 (acute), what is cosA ?

5/13

200

For 2x2-5x+k=0 , find k if roots are equal.

25/8

200

what is the range of f(x)=x2 ?

0,infinity

200

Convert 210 degrees to radians.

7pi/6

200

what is the degree of the polynomial 4x3-7x+2

3

300

Simplify sin2 +cos2

1

300

If the roots of a quadratic eq. are P and Q, find eq. with p+1 and q+1.

x2-(p+q+2)x+(pq+p+q+1)=0

300

If g(x)=x+1 and f(x)=2x, find f(g(2)).

6
300

A wheel makes 1/3 of a full revolution. How many radians does it rotate through ? 

2pi/3 

300

What is the term for a pair of angles that add up to 180 degrees ?

Supplementary angles

400

Simplify sin2A-cos2A

-cos(2A)

400

If roots of a quadratic eq. are 4 and -3, form the equation.

x2-x-12=0

400

If f(x)=underroot of (x-2), find its domain.

x is greater than or equal to 2

400

The radius of a wheel is 21 cm and it rotates 120 degrees. Find arc length.

14 pi cm

400

What do we call a sequence where each term is obtained by multiplying the previous one by a fixed number.

Geometric progression

500

Solve 2cos2x-1=0 for where x is greater than 0 degree and less 180 degree.

45 degree, 135 degree

500

One root of a quadratic equation is 4. The sum of the roots is 9. Form the equation.

x2-9x+20

500

For f(x)=x2, restrict the domain so that the inverse exists.

Restrict x to be greater than or equal to zero.

500

If the arc length of a sector is 15 and radius is 9, find the angle in radians.

5/3 radians

500

what do we call a matrix with equal rows and columns ?

Square matrix