Question #4253

The reaction between potassium chlorate and red phosphorus is highly exothermic and takes place when you strike a match on a matchbox. If you were to react 52.9 g of potassium chlorate (KCl03) with red phosphorus, how many grams of tetraphosphorus decaoxide (P4010) would be produced?

Expert's answer

1. The reaction is:


10KClO3(s)+3P4(s)3P4O10(s)+10KCl(s)10 \mathrm{KClO_3(s)} + 3 \mathrm{P_4(s)} \rightarrow 3 \mathrm{P_4O_{10}(s)} + 10 \mathrm{KCl(s)}


2. Convert to moles:


nKClO3=mKClO3MKClO3=52.9122.55=0.432 (mole)n_{\mathrm{KClO_3}} = \frac{m_{\mathrm{KClO_3}}}{M_{\mathrm{KClO_3}}} = \frac{52.9}{122.55} = 0.432 \text{ (mole)}


3. Multiply by mole ratio:


nP4O10=nKClO3310=0.4320.3=0.129 (mole)n_{P_4O_{10}} = n_{\mathrm{KClO_3}} \cdot \frac{3}{10} = 0.432 \cdot 0.3 = 0.129 \text{ (mole)}


4. Convert to grams:


mP4O10=nP4O10MP4O10=0.129283.89=36.62 (g)m_{P_4O_{10}} = n_{P_4O_{10}} \cdot M_{P_4O_{10}} = 0.129 \cdot 283.89 = 36.62 \text{ (g)}


Answer: 36.62 g.

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