- Thread starter
- Admin
- #1
- Feb 14, 2012
- 3,967
Let \(\displaystyle x,\;y\) be real numbers satisfying the condition:
\(\displaystyle x-3\sqrt{x+1}=3\sqrt{y+2}-y\)
Find the greatest value and the smallest value of \(\displaystyle P=x+y\).
\(\displaystyle x-3\sqrt{x+1}=3\sqrt{y+2}-y\)
Find the greatest value and the smallest value of \(\displaystyle P=x+y\).