Recent content by JennyPA

I understand that part I did that but can't get the statement x+y=1

how you eliminate z? you can replace z with 1-x-y but can't see what you did

The problem is I am not suppose to use calculus for this problem. This is the algebra course

I am still working on this problem and has no clue how to proceed from here.

It should be proved for all other combinations of x,y and z. Proving only for x,y and z equal 1/3 is incomplete

You are right I did that part already and think it's not enough

I found this problem the other day, seems interesting but I am still not sure about the solution Anybody can help x, y, z are numbers with x+y+z=1 and 0<x,y,z<1 prove that sqrt(xy/(z+xy))+sqrt(yz/(x+yz))+sqrt(xz/(y+xz))<=3/2 ("<=" means less or equal)