SOLUTION: find the exact positive value of c which makes the area under the graph of y=c(1-x^2)and above the Xaxis equal to 1.
Algebra ->
Absolute-value
-> SOLUTION: find the exact positive value of c which makes the area under the graph of y=c(1-x^2)and above the Xaxis equal to 1.
Log On
Question 214388: find the exact positive value of c which makes the area under the graph of y=c(1-x^2)and above the Xaxis equal to 1. Answer by Alan3354(69443) (Show Source):
You can put this solution on YOUR website! find the exact positive value of c which makes the area under the graph of y=c(1-x^2)and above the Xaxis equal to 1
-----------
INT(c - cx^2) = cx - (cx^3)/3 + K
---------------
It's 0.75, but I don't yet know how to solve for c.
I suggest you repost it while I'm working on it, someone else might help.
