What volume of hydrogen gas at 35.0℃ and 106.6 kPa is needed to react completely with 120.0 g of tin to form tin (IV) hydride?
2H2(g)+Sn(s)→ H4Sn(s)2H_{2(g)}+Sn_{(s)}\to\>H_4Sn_{(s)}2H2(g)+Sn(s)→H4Sn(s)
Molar mass of tin=118.71=118.71=118.71
Moles=120118.71=1.0109=\frac{120}{118.71}=1.0109=118.71120=1.0109
Moles of Hydrogen=2×1.0109=2×1.0109=2×1.0109
=2.0218=2.0218=2.0218
PV=nRT=nRT=nRT
V=2.0218×8.3145×(273+35)106.6×103V=\frac{2.0218×8.3145×(273+35)}{106.6×10^3}V=106.6×1032.0218×8.3145×(273+35)
=0.04857m3=0.04857m^3=0.04857m3
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