Ok, so I want to get the maximum value of a function on an interval, so i use fmax(f(x),a,b,n) just like it says in the manual. This works fine, it gives me the answer in what looks like a 2x1 matrix with the x-value on top and the y-value on the bottom. Now I would like to store the values somehow. I have tried variables, and matrices.
An answer would be helpful because I am editing an integral program, and I want to use the max and min of the fucntion as the parameters for the ViewWindow. So if anyone could help me with this, or show me a very good Riemann integration program, it would be helpful. Thanks in advance.

Help With Fmax(
Started by
Alivezombie16
, Jan 16 2007 09:58 PM
4 replies to this topic
#1
Posted 16 January 2007 - 09:58 PM
#2
Posted 17 January 2007 - 12:03 PM
The answer is a list. So you can store it in a list :
fmax(f(x),a,b,n)
List 1
fmax(f(x),a,b,n)
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#3
Posted 17 January 2007 - 03:18 PM
Here's a Riemann Sum program:
http://www.mth.msu.e...io/riemann.html
Typing - casio 9850 riemann sum - into Google brings up these two links:
http://www.casioeduc...nloads/cfx9850g
http://math.asu.edu/...RiemannSums.pdf
In the second link, it describes using the sigma command to do this instead of a program.
http://www.mth.msu.e...io/riemann.html
Typing - casio 9850 riemann sum - into Google brings up these two links:
http://www.casioeduc...nloads/cfx9850g
http://math.asu.edu/...RiemannSums.pdf
In the second link, it describes using the sigma command to do this instead of a program.
#4
Posted 17 January 2007 - 10:25 PM
ok, thanks, but now here arises another question. Let's say, for example I do fmax(x^2,0,2), this produces the result {2,4}. Now, how could I store that 4 into a variable so I could put that as my Ymax for the ViewWindow.
The goal of my program is to, given a function, left and right bounds, and # of divisions, tell you the definite integral and the approximate integral and then draw the rectangles/trapezoids. My teacher designed one, but it's for the TI-83/84, so it doesn't translate cleanly to the Casio. This seems to be the only thing holding me back from making the program, so help would be appreciated. Thanks.
The goal of my program is to, given a function, left and right bounds, and # of divisions, tell you the definite integral and the approximate integral and then draw the rectangles/trapezoids. My teacher designed one, but it's for the TI-83/84, so it doesn't translate cleanly to the Casio. This seems to be the only thing holding me back from making the program, so help would be appreciated. Thanks.
#5
Posted 19 January 2007 - 04:42 PM
You can use:
Fmax(x^2,0,2)->List 1
List 1 ->Ymax
or
Fmax(x^2,0,2)
List Ans ->Ymax
Fmax(x^2,0,2)->List 1
List 1 ->Ymax
or
Fmax(x^2,0,2)
List Ans ->Ymax
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