Respuesta :
Adam had: RM40.
Susan had x money but she gave 1/3 of her money to Adam: x-1/3x+40=y
y-Adam's money after Susan gave his 1/3 of her's money.
After giving 1/8 of his money to Gopal, Adam still had RM350: y-1/8y=350
x-1/3x+40=y
y-1/8y=350⇒7/8y=350⇒y=400
2/3x+40=400⇒2/3x=360⇒x=540
Originally Susan had RM540.
Susan had x money but she gave 1/3 of her money to Adam: x-1/3x+40=y
y-Adam's money after Susan gave his 1/3 of her's money.
After giving 1/8 of his money to Gopal, Adam still had RM350: y-1/8y=350
x-1/3x+40=y
y-1/8y=350⇒7/8y=350⇒y=400
2/3x+40=400⇒2/3x=360⇒x=540
Originally Susan had RM540.
Let x = Susan's money originally
Let y = Adam's money before giving to Gopal
From Adam and Susan's transaction:
y = 40+(1/3)x
From Adam and Gopal's transaction:
350 = (7/8)y
y = 400
Adam has RM400 before giving to Gopal.
400 = 40+(1/3)x
x = 1080
Therefore, Susan had RM1080 originally.
Let y = Adam's money before giving to Gopal
From Adam and Susan's transaction:
y = 40+(1/3)x
From Adam and Gopal's transaction:
350 = (7/8)y
y = 400
Adam has RM400 before giving to Gopal.
400 = 40+(1/3)x
x = 1080
Therefore, Susan had RM1080 originally.