Post Reply 
39gii bizarre graph extremum
05-17-2014, 07:49 PM
Post: #1
39gii bizarre graph extremum
When plotting x^(2/3) * (6-x)^(1/3), the function plots fine (I chose to plot from -.5 to 6.5, and then used auto scale). When I asked for extremum, it comes up with a point well to the right of the extremum! The actual extremum is (4,~3.17+). The 39gii plot places it at (~4.98,~2.94)!

When I go to solve and take d/dx of the function to be zero, it correctly comes up with 3.9999999999 (4).

Area under curve between roots (which it finds correctly) impossible.
Find all posts by this user
Quote this message in a reply
Post Reply 


Messages In This Thread
39gii bizarre graph extremum - lrdheat - 05-17-2014 07:49 PM
RE: 39gii bizarre graph extremum - lrdheat - 05-19-2014, 02:31 AM



User(s) browsing this thread: 1 Guest(s)