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math
term | definition |
---|---|
Exponential Function | a value that is constant raised to the power of the argument with the parent function of f(x)=a+b^2 |
Exponential Growth | The growth becomes ever more rapid in proportion to the growing total number or size. Growth factor, b growth rate b-1 |
Exponential Decay | Growth whose rate becomes ever more rapid in proportion to the growing total number or size. Decay factor b Decay rate 1-b |
Natural Base | Euler's number equivalent to 2.78 approximately |
Transformations | The movement or shift in shape of a function |
Domain | All INPUTS values in a function |
Range | All OUTPUTS values in a function |
Interval continuity | defined at every point on the interval |
Interval of increasing | as the inputs increase, the outputs increase on the interval |
Interval of decreasing | as the inputs increase, the outputs decrease on the interval |
Horizontal asymptote | a horizontal line that a function approaches but never touches y= . |
Vertical asymptote | a vertical line that a function approaches but never touches y= . |
end behavior | value of a function approaches as x approaches positive or negative infinity |
Limit notation | the use of symbols to represent the value of a function approaches |