Question

if 2 log (x+y/4)=log x+log y, then find the value of x/y+y/x.​

Answer 1

2 log (x+y/4)=log x+log y

log(x+y/4)²=logxy

(x+y/4)²=xy

x²+y²+2xy=16xy

x²+y²=14xy

x²+y²/xy=14

x/y+y/x=14

hope this is helpful...

Answer 2

Answer:

Step-by-step explanation:

2 log (x+y/4)=log x+log y

log(x+y/4)²=logxy

(x+y/4)²=xy

x²+y²+2xy=16xy

x²+y²=14xy

x²+y²/xy=14

x/y+y/x=14

hope this is helpful...