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

Owen : (Owen + Cody + Neave) = 1 : 3
Cody : (Owen + Neave) = 1 : 3

Neave has 12 coins more than Cody. In the end, Neave gives away all he has to Cody and Owen so that both Cody and Owen end up with the same number of coins, how many coins has Cody received from Neave?
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Primary 6 RATIO P6.RA.TL.16010138

17 May 2024, 07:50 AM

Owen, Cody and Neave have some coins. The ratios of their coins are as follows:

Owen : (Owen + Cody + Neave) = 1 : 3
Cody : (Owen + Neave) = 1 : 3

Neave has 12 coins more than Cody. In the end, Neave gives away all he has to Cody and Owen so that both Cody and Owen end up with the same number of coins, how many coins has Cody received from Neave?
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