if x^2 + y^2 = 25xy then prove that 2log(x + y) = 3log3 + logx + log y
Answers
Answered by
5
Hey,
x²+y²=25xy
adding 2xy on both sides,
x²+y²+2xy=27xy
[x+y]²=27xy
taking log on both sides,
log[x+y]²=log27xy
2log[x+y]=log3³+log x+log y
2 log[x+y]=3log3+logx+logy
HOPE IT HELPS YOU:-))
x²+y²=25xy
adding 2xy on both sides,
x²+y²+2xy=27xy
[x+y]²=27xy
taking log on both sides,
log[x+y]²=log27xy
2log[x+y]=log3³+log x+log y
2 log[x+y]=3log3+logx+logy
HOPE IT HELPS YOU:-))
Ruchika08:
please mark me as the brainliest
Similar questions