Let Leo's current weight be x and the brother's weight be y
Currently acc to the question,
x+y = 340
If Leo gains 10 pounds,
X+10 = y+50%(y)
X+10=y+y/2
X=3y/2 - 10
Substituting the value of x in the original eqn we get,
y = 140, which gives
X= 200
Currently acc to the question,
x+y = 340
If Leo gains 10 pounds,
X+10 = y+50%(y)
X+10=y+y/2
X=3y/2 - 10
Substituting the value of x in the original eqn we get,
y = 140, which gives
X= 200

















