what weight of CO is required to form re2(CO)10 from 2.50 g of Re2O7 according to the unbalanced equation
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According to unbalanced reaction we have,
Re2O7 + CO -> Re2(CO)10 + CO2
Let us balance it as :
Re2O7 + 17 CO -> Re2(CO)10 + 7CO2
Here, atomic mass of , Re = 186.2, C = 12 and O = 16
So, molar mass of Re2O7 = 186.2 x2 + 16 x7 =484.4 gm
Molar mass of CO = 12+ 16 = 28 gm
We see that 484.4 gm of Re2O7 require = 17 x 28 =476 gm CO to form Re2(CO)10
Hence, 2.50 gm of Re2O7 will require = 476/484.4 x 2.5 =2.45 gm of CO
Re2O7 + CO -> Re2(CO)10 + CO2
Let us balance it as :
Re2O7 + 17 CO -> Re2(CO)10 + 7CO2
Here, atomic mass of , Re = 186.2, C = 12 and O = 16
So, molar mass of Re2O7 = 186.2 x2 + 16 x7 =484.4 gm
Molar mass of CO = 12+ 16 = 28 gm
We see that 484.4 gm of Re2O7 require = 17 x 28 =476 gm CO to form Re2(CO)10
Hence, 2.50 gm of Re2O7 will require = 476/484.4 x 2.5 =2.45 gm of CO
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Explanation:
What weight of CO is required to form Re2(CO)10 from 2.50 g of Re2O7 according to the unbalanced reaction: Re2O7 + CO → Re2(CO)10 + CO2 (Re = 186.2, C = 12 and O = 16)
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