In the following reaction, 13.4 grams of aldehyde P gave a diastereomeric mixture of alcohols Q and R in a ratio of 2:1. If the yield of the reaction is 80%, then the amount of Q (in grams) obtained is_____ (in integer).
**Step 1: moles of the aldehyde P.** Its molar mass is 134 g/mol: $$n_P=\frac{13.4}{134}=0.100\text{ mol}.$$
**Step 2: moles of alcohol formed.** The yield of the reaction is 80%, and each aldehyde gives one alcohol (methyl lithium adds $CH_3$ and, after work-up, H): $$n_{alcohols}=0.100\times0.80=0.080\text{ mol}.$$
**Step 3: the share of Q.** The diastereomers Q and R form in a ratio of 2:1, so Q is two-thirds of the product: $$n_Q=0.080\times\frac23=0.0533\text{ mol}.$$
**Step 4: mass of Q.** The alcohol has molar mass $134+16=150$ g/mol: $$m_Q=0.0533\times150=\mathbf{8\ g}.$$