Unit 2 - Using Functions
Unit 4 - Exponential Functions
Unit 6 - Transformations of Functions
Unit 7 - Trigonometry and Periodic Functions
Unit 13 - Sequences and Series
100

If Q = f(t), then this is the set of input values, t, which yield an output value.

domain

100

A famous irrational number, also known as the natural base. Its value is 2.718281828459045...

The number e.

100

Another way to say "translation". A transformation in which the graph of a function is moved to another location without any change in size or orientation in the xy plane.

shift

100

A unitless measure of an angle, which cuts off an arc length of one in a unit circle.

radian

100

A sequence in which there is a common difference between pairs of successive terms.

arithmetic sequence

200

To calculate the value of a function's output from a particular value of the input.

evaluate

200

Exponential change where b > 1. Growth of a system in which the amount being added to the system is proportional to the amount already present: the bigger the system is, the greater the increase.

exponential growth

200

A change to the input values of a function.

inside change

200

The vertical distance between the function's maximum (or minimum) value and the midline.

amplitude

200

A sequence or series will do this if its terms or partial sums approach a finite value (approach a limit).

converge

300

A function whose rate of change decreases (gets less positive or more negative) as we move left to right. The graph of the function bends downward.

concave down

300

A parameter that represents the first amount of a quantity before exponential change takes place.

initial value

300

A transformation which moves each point on a graph horizontally closer to the y-axis by multiplying the input by a factor greater than one.

horizontal compression

300

The reciprocal of the sine function

cosecant function

300

The number (usually "i") that is incremented by 1 for each successive term in a series.

index

400

To state the meaning of something; explaining it in detail using complete sentences.

interpret

400

The amount of money held in an account

balance

400

A function that is symmetric about the y-axis.

even symmetry

400

The number of cycles in one unit of time. Also, the inverse of the period.

frequency

400

The sum of the first "n" terms of a sequence.

nth partial sum

500

A function which is defined not by a single equation or relationship, but by two or more.

piecewise function

500

The interest rate that is actually earned on an investment due to compounding over a given time period.

effective rate

500

A function that is symmetric about the origin.

odd symmetry

500

A general term for any transformation of the sine and cosine functions.

sinusoidal function

500

A sequence whose terms alternate in sign (ex: positive to negative to positive....)

alternating sequence

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