This problem requires calculating the flow rate ($q$) of groundwater in an alluvial aquifer using Darcy's Law.
Darcy's Law states that the flow rate ($q$) per unit width of an aquifer is the product of its hydraulic conductivity ($K$) and the hydraulic gradient ($I$). The formula is:
$ q = K \times I $
Given:
Substitute the given values into the formula:
$ q = 105 \text{ m/day} \times 0.01 $
Performing the multiplication:
$ q = 1.05 \text{ m/day} $
The question asks to round the answer to 2 decimal places. The calculated value is already precise to 2 decimal places.
The calculated flow rate is 1.05 m/day. This value lies between 1 and 1.1, as stated in the provided answer criteria.