Imaginary Numbers
Quadratics
Factoring
End Behavior and Parent Functions
Miscellaneous
100
i2 = ?

-1

100

The graph of a quadratic is called...

parabola

100

x+ 4x + 3

(x + 3)(x + 1)

100

Cubic Parent Function

x3

100

Rewrite as a rational exponent:

The square root of x to the fifth.

x5/2

200

(12i - 7) + (20 - 10i) - (3i - 11) = ?

24 - 1i

200

If the zeros of a graph happen at x = -1 and x = 7, what are the factors of the quadratic?

(x + 1)(x-7)

200

2x2 + 17x + 8

(2x + 1)(x + 8)

200

The absolute value parent function looks like this letter

V

200

The lowest point of a parabola is the vertex, also known as the ...

minimum

300

sqrt(-81) = ?

9i

300

The parent function of a quadratic is...

x2

300

81x2 - 64

(9x + 8)(9x - 8)

300

The degree of the polynomial:

3x13 - 2x10 + x - 10

13

300

Write the equation of a parabola shifted 2 right and down 7.

(x - 2)2 - 7

400

(4i + 10)(5i - 2) = ?

-40 + 42i 

400

Find the discriminant. State the number and type of solutions. (All or nothing)

3x2 + 7x - 11

181; 2 real solutions

400

x3 + 8

(x + 2)(x2 + 2x + 4)

400

State the degree and describe the end behavior (same direction or opposite directions):

6x4 + 3x - 1

4; same direction

400

Find the inverse:

f(x) = 3x + 11

f-1(x) = (x -11)/3

500

Rationalize the denominator:

5/(2 - i)

(10 + 5i) / 5 

or

2 + i

500

Find the discriminant. State the number and type of solutions. (All or nothing)

31x2 - 20x + 25

-2700; 2 complex solutions

500

Divide the following:

(x2 - x - 56) / (x + 7)

x - 8

500

State the degree and describe the end behavior (same direction or opposite directions):

4x2 - 11x5 + 5x - x3

5; opposite directions

500

Use the compound interest formula:

Start with $14.21; collect interest semiannually; rate of 3.2%; for 8 years.

$18.32

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