Unit 1A/B
Unit 2A
Unit 2B
Unit 3A
Unit 3B
100

The Horizontal Asymptote of the Function.

f(x) = 4x2 + x +8 / x3 + 3x2 - 1

What is y = 0?

100

If each successive term in a sequence has a common ratio, the sequence is called?

What is geometric?

100

Find the value of the log.

log100

What is x=2?

100

Fill in the Blank.

As input values increase, if the output values demonstrate a repeating pattern over successive equal-length intervals we have what is called a _____ relationship.

What is periodic?

100

Evaluate.

tan 5π/4

What is 1?

200

The Average Rate of Change Of The Function on the Given Interval.

h(t) = 3x - x2 over the interval 2 ≤ x ≤  5

What is -4?

200

A function has the following coordinate points. Could the function represent a linear function, exponential function, or neither?

(3,-1), (5,7), (7,15)

What is Linear?

200

Rewrite the exponents as logarithms.

165/2 = 1024

What is 1og16 1024 = 5/2? 

200

In which quadrant is the terminal ray?

θ = -5.2π

What is quadrant II?

200

Evaluate the following expression.

sec (π/3)

What is 2?

300

The x-intercepts of the Function.

g(x) = x3 -2x2 - 8x

What is x= -2, 0, 4?

300

Identify if the exponential function is growth or decay.

f(x) = 0.2(1.3)x

What is growth?

300

Write the expression as a sum or difference of logarithm.

log3(xy3)

What is log3x + 3 log3y?

300

Identify the amplitude, period, and frequency the function.

g(t) = 5 - 6 cos(πt)

What is amplitude: 6, period: 2, frequency: 1/2?

300

Describe the equation of the polar function. Find the type, and number of petals.

r = cos(6θ )

What is type: rose, petals: 12?

400

Show Analytically That The Function Is Odd, Even, or Neither.

f(x) = 7x6 - x+5

What is Even?

400

Let g(x) be a transformation of f. Name the transformation(s) of the function f.

f(x) = 3x and g(x) = f(x) . 27

What is shift left 3 units.

400

Solve the equation. Round to the nearest thousandth.

80e0.045x = 240

What is 24.414?

400

The sinusoid has been vertically shifted and has the given maximum and minimum values. Write the equation of the midline for the sinusoid and find the amplitude.

Max Value: 40 Min Value: 28

What is midline: y = 34 and |a| = 6?

400

Find the exact value of the sum or difference.

sin (3π/2 - 4π/3)

What is 1/2?

500

(x+5)5

Find the 3rd term.

What is 250x3?

500

Let f(x) = 4x and g(x) = x - x2

Find g(f(1/2))

What is -2?

500

Find the inverse of the function.

f(x) = 3(2x) +6

What is log2(x-6/3) = y?

500

Create a sine function that matches the following attributes.

Amplitude: 1, Period: 6, Phase Shift: left 6π/7, Vertical Shift: up 2

What is y = sin(π/3 x + 2π2/7) +2?

500

Convert rectangular complex numbers to polar form.

3 + 4i

What is 5[cos(0.927) + i sin(0.927)]?

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