Both sides of the inequality

Algebra Level 4

Let \(x, y, z\) be real numbers satisfying \(x+y+z=15\) and \(xy+yz+zx=72\). Let the minimum value of \(x\) be \(S,\) and the maximum value \(M\).

Find the value of \(S+M.\)

×

Problem Loading...

Note Loading...

Set Loading...