|
Section 3: Functions47
|
|
Sample Case: Reciprocals. Calculate: ¼=.25.
|
|
Press
|
|
See Displayed
|
|
Comment
|
|
4 g1/x
|
|
|
|
Reciprocal of 4.
|
|
|
Naturally, you can use this value in another calculation. For example, to go on and calculate
|
|
|
|
¼ is already calculated. We need only
|
|
Press
|
|
See Displayed
|
|
Comment
|
|
|
|
|
|
Reciprocal of 4.
|
|
3 g1/x
|
|
|
|
Reciprocal of 3.
|
|
+
|
|
|
|
Sum of reciprocals.
|
|
g1/x
|
|
|
|
Answer reciprocal of sum.
|
|
|
Sample Case: Factorial. Calculate the number of ways 6 people can line up for a photograph.
|
|
Press
|
|
See Displayed
|
|
Comment
|
|
6 gn!
|
|
|
|
Answer.
|
|
|
Sample Case: Exponential. In the preceding section we calculated the successive terms
of a geometric series to find that after 6 periods, $1000 invested at 10% grows to $1771.56. Using the
gyX function, the same result is obtained by evaluating the following:
|
|
1000 (1.10)6
|
|
Press
|
|
See Displayed
|
|
Comment
|
|
1000 ENTER
|
|
|
|
Original amount
|
|
1.10 ENTER 6 gyX
|
|
|
|
(1.10)6
|
|
×
|
|
|
|
Answer.
|
|