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y=-f(x) is a reflection in the x-axis.

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y=f(-x) is a reflection in the y-axis.

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When 0>a>1, the function decays in a manner that is proportional to its original value. This is called exponential decay

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You're doing a great job here, Group 2! Keep it up! :)

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If y = a^x,  then b is only positive in an exponential function because:

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If y = a^x,  then b is only positive in an exponential function because:

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- Domain is all real numbers.
- The range is y > 0.
- Graph is increasing.
(Leanne G.)

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Please identify yourself, guys, by writing your name (e.g., Mariel A.) at the end of your comment. Thank you.

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y=f(x+b) is a translation of -b places in the x direction.

-dizon

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y = (a^dx+c) + b

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when a>1 the function grows in a manner that is proportional to its original value. This is called exponential growth

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b: vertical translation
moves the graph on the y-axis by b units
- Marty Dee

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The graphs of y = a to the x, and y = log to the base a of x

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The graphs of y = a to the x, and y = log to the base a of x

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As a group, create a mind map providing the following information:

the properties and features of graphs of exponential functions

why b is only positive in an exponential function y = b^x

the properties and features of graphs of logarithmic functions

the difference between the logarithmic and square-root functions

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