(iii) A container of polish contains 5 litres and costs \( A \$ 110 \). Find the number of containers of polish that must be purchased in order to polish the entire sculpture, and hence find the cost of the polish in euro (A\$1 \( =€ 0 \cdot 68) \). Give your answer correct to the nearest euro.

To determine how many containers of polish are required, first, we need to know the total volume of polish needed to polish the entire sculpture, which isn't specified. Let’s assume you need \( V \) litres of polish. The number of containers required is calculated by dividing the total volume by the volume of one container: \[ \text{Number of containers} = \frac{V}{5} \] Assuming \( V \) is known, you can then multiply the number of containers by the cost per container to find the total cost in A\$: \[ \text{Total cost} = \text{Number of containers} \times 110 \] Next, to convert A\$ to euros, multiply the total cost by \( 0.68 \): \[ \text{Total cost in euros} = \text{Total cost} \times 0.68 \] Finally, round the euro amount to the nearest euro for your final answer! Make sure to plug in the actual value for \( V \) to get your specific calculations!