Đáp án :
`P=249`
Giải thích các bước giải :
`P=z/(x+y)+x/(y+z)+y/(z+x)`
`<=>P+3=(z/(x+y)+1)+(x/(y+z)+1)+(y/(z+x)+1)`
`<=>P+3=(z/(x+y)+(x+y)/(x+y))+(x/(y+z)+(y+z)/(y+z))+(y/(z+x)+(z+x)/(z+x))`
`<=>P+3=(x+y+z)/(x+y)+(x+y+z)/(y+z)+(x+y+z)/(z+x)`
`<=>P+3=(x+y+z)×(1/(x+y)+1/(y+z)+1/(z+x))`
`<=>P+3=2016×1/8`
`<=>P+3=(2016)/8`
`<=>P+3=252`
`<=>P=252-3`
`<=>P=249`
Vậy : `P=249`