6. ex 2: Identifying Graphs of Exponential Functions
Find the exponential function f(x) = ax
whose graph is given.
Since f(2) = a2 = 25,
we see that
the base is 5.
SO… f (x) = 5x
7. ex 3: Identifying Graphs of Exponential Functions
Find the exponential function f(x) = ax
whose graph is given.
Since f(3) = a3 = 1/8 ,
we see that
the base is ½ .
SO... f (x) = (½)x
9. Speaking of Infinity…
Make an infinity symbol with your right hand out in front of
you. and stop your finger on the far right side of the
infinity sign.
Lift your left hand to be at the far left side of the infinity
sign. Now move your hands at the same time and the
same pace in the same direction to continue your infinity
sign. Your hands should cross the middle at the same
time.
This one seems easy at first. Then you try to do it when
your hands are doing the infinity signs in different
directions. You should look like a choir director if you are
doing it correctly.
11. Ex4—Transformations
Use the graph of f(x) = 2x to sketch the
graph of the function.
g(x) = 1 + 2x
Notice that the line
y = 1 is now a horizontal
asymptote.
12. Ex5 - Use the graph of f(x) = 2x to sketch the
graph of the function.
h(x) = –2x
13. EX 6: Use the graph of f(x) = 2x to sketch the
graph of the function.
k(x) = 2x –1
14. You have finished your Homework!!
Great job!
Now go get a cookie for yourself!
;)