Question
P6.RA.TL.16010138-A1
Owen, Oliver and Valen have some coins. The ratios of their coins are as follows:

Owen : (Owen + Oliver + Valen) = 1 : 3
Oliver : (Owen + Valen) = 1 : 3

Valen has 14 coins more than Oliver. In the end, Valen gives away all he has to Oliver and Owen so that both Oliver and Owen end up with the same number of coins, how many coins has Oliver received from Valen?
4 m
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Primary 6 RATIO P6.RA.TL.16010138

21 May 2024, 06:45 AM

Owen, Oliver and Valen have some coins. The ratios of their coins are as follows:

Owen : (Owen + Oliver + Valen) = 1 : 3
Oliver : (Owen + Valen) = 1 : 3

Valen has 14 coins more than Oliver. In the end, Valen gives away all he has to Oliver and Owen so that both Oliver and Owen end up with the same number of coins, how many coins has Oliver received from Valen?
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