Massa Atom Relatif dan Massa Molekul Relatif
Massa Atom Relatif (Ar) suatu unsur dan Massa Molekul Relatif (Mr) suatu senyawa didasarkan pada massa atom isotop C-12.
Mr suatu senyawa adalah jumlah total dari Ar unsur-unsur penyusunnya.
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)
Contoh:
1. Massa atom C-12 adalah 2x10-23 . Massa 1 atom unsur X = 2.67 x 10-23 gram. Massa atom relatif unsur X adalah:
![](data:image/png;base64,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)
Massa Atom Relatif (Ar) suatu unsur dan Massa Molekul Relatif (Mr) suatu senyawa didasarkan pada massa atom isotop C-12.
Mr suatu senyawa adalah jumlah total dari Ar unsur-unsur penyusunnya.
Contoh:
1. Massa atom C-12 adalah 2x10-23 . Massa 1 atom unsur X = 2.67 x 10-23 gram. Massa atom relatif unsur X adalah:
2. Jika diketahui Ar: Ba=137, S=32, O=16, Mg=24 dan H = 1. Maka massa molekul
relatif (Mr)
BaSO4
dan MgSO4.7H2O adalah:
Mr BaSO4 = Ar Ba + Ar S + 4.Ar
O
= 137 + 32 + 4. 16 = 233
MrMgSO4.7H2O
= Ar Mg + Ar S + 4.Ar O + 14 .Ar H + 7 Ar O
= 24 + 32 + 4.16 + 14.1 + 7.16 = 246
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