Question 1064343
let x = the amount of money that kumara has.
let y = the amount of money that ashoka has.


kumara has twice as much money as ashoka.


x = 2y


if kumara gives 30 to ashoka, then the amount each of them has is the same.


x - 30 = y + 30


replace x in the second equation with 2y from the first equation to get:


2y - 30 = y + 30


solve for y to get y = 60


since x = 2y, this means that x = 120


kumara has 120 and ashoka has 60 before sharing.


kumara gives 30 to askoka.


kumara has 90 and ashoka has 90 after sharing.
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solution looks good.


the amount both of them had before sharing should be the same that both of them had after sharing.


before sharing:  120 + 60 = 180


after sharing:   90 + 90 = 180


the amount that each of them has before sharing is:


kumara has 120
ashoka has 60