Unit Circle
Radical & Rational
Exponents
Basics of Functions & Their Graphs
Trigonometric Functions
Complex Numbers
100

What is the degree of π/6

30°

100

Simplify √25/√16

5/4

100

A function is _____ on an open interval, I, if  f(x1)<f(x2) whenever X1 < X2 for any x1 and x2 in the interval.

Increasing

100

What is the reciprocal of "sin"

CSC

100

(5-2i)+(3+3i)

8+i

200

What coordinates is π/3?

(1/2,√3/2)

200

Simplify √500

5√20?

200

A function is _____ on an open interval, I, if f(x1) > f(x2) whenever X1 < X2 for any x1 and x2 in the interval.

Decreasing

200

What is the reciprocal of "sec"?

COS

200

(2+6i)-(12-4i)

-10+10i

300

What coordinate is π?

(-1,0)

300

Simplify √150x^3/√2x

5x√3

300

A function is _____ on an open interval, I, if f(x1) = f(x2) for any x1 and x2 in the interval.

Constant

300

TRUE OR FALSE:

The reciprocal of "cos" is "cot"

False

300

7i(2-9i)

63+14i

400

What Quadrant is 7π/4 in?

Quad. 4

400

Two or more square roots can be combined using the distributive property, provided that they have the same radicand. Such radicals are called...

"Like radicals."

400

A function value f(a) is a ______ of f if there exists an open interval containing a such that f(a) > f(x) for all x‡b in the open interval.

relative/local maximum

400

What is the ratio for "cot"

x/y

400

(5+4i)(6-7i)

58-11i

500

What is the coordinate of 210°?

(-√3/2,-1/2)

500

The process of rewriting a radical expression as an equivalent expression in which the denominator no longer contains any radicals is called...

"Rationalizing the denominator."

500

A function value f(b) is a of f if there exists an open interval containing b such that f(b) < f(x) for all x ‡ b in the open interval.

relative/local minimum

500

What is 0 not equal to for "csc"

y

500

√-27+√-48

7i√3