This document defines an exponential function as one where a constant is raised to the power of the argument, especially where the constant is e. It then describes four types of transformations that can be applied to exponential functions: a transformation moves the function without changing its size or shape, a reflection produces a mirror image, a translation shifts the function's location without changing its shape, and a glide reflection combines a reflection and translation.

2. 1. a function whose value
is a constant raised to
the power of the
argument, especially
the function where the
constant is e.

3. 01
TRANSFORMATION
THE PROCESS OF MOVING FIGURE
FROM THE STARTING POSITION TO
SOME ENDING POSITION WITHOUT
CHANGING ITS SIZE OR SHAPE

4. A
TRANFORMATION
OF EXPONENTIAL
FUNCTION

5. 02
REFLECTION
A TRANFORMATION THAT
PRODUCES A NEW FIGURE WHICH
IS A MIRROR IMAGE OF THE
ORIGINAL FIGURE

6. A REFLECTION OF
A EXPONENTIAL
FUNCTION

7. 03
TRANSLATION
A SHIFT OR MOVEMENT IN A
FIGURE LOCATION WITHOUT
CHANGING ITS SHAPE

8. A TRANSLATION
OF A
EXPONENTIAL
FUNCTION

9. 04
GLIDE REFLECTION
A COMBINATION OF A REFLECTION
AND TRANSLATION

10. A GLIDE
REFLECTION OF A
EXPONENTIAL
FUNCTION