Draw up a five-day production record.

This table shows a hypothetical five-day production record for an egg-laying farm.

$$\begin{array}{|l|l|l|l|} \hline \textbf{Production Period} & \textbf{Production Unit} & \textbf{Number of Production Elements} & \textbf{Units Produced (Eggs)} \\ \hline \text{Day 1} & \text{Layer House 1} & \text{1000 chickens} & \text{900 eggs} \\ \text{Day 2} & \text{Layer House 1} & \text{1000 chickens} & \text{910 eggs} \\ \text{Day 3} & \text{Layer House 1} & \text{1000 chickens} & \text{895 eggs} \\ \text{Day 4} & \text{Layer House 1} & \text{1000 chickens} & \text{905 eggs} \\ \text{Day 5} & \text{Layer House 1} & \text{1000 chickens} & \text{915 eggs} \\ \hline \end{array}$$

This table outlines hypothetical annual expenditures for various items on a farm.

$$\begin{array}{|l|l|} \hline \textbf{Expenditure Item} & \textbf{Annual Expenditure (Currency Units)} \\ \hline \text{Monthly repayment (loan)} & 12,000 \\ \text{Salaries and wages} & 60,000 \\ \text{Repairs and maintenance} & 5,000 \\ \text{Packing materials} & 3,000 \\ \text{Insecticides} & 1,000 \\ \text{Feed} & 40,000 \\ \text{Insurance} & 2,500 \\ \text{Marketing} & 4,000 \\ \text{Office supplies and telephone} & 1,500 \\ \text{Petrol} & 6,000 \\ \hline \end{array}$$