Step 1 :Sort the data in ascending order.
Step 2 :Calculate the position of the first quartile using the formula: \(Q1 = (n+1)*0.25\), where n is the number of data points.
Step 3 :Calculate the position of the third quartile using the formula: \(Q3 = (n+1)*0.75\).
Step 4 :Find the values at the calculated positions for the first and third quartiles.
Step 5 :Final Answer: The first quartile of these data is \(\boxed{12.25}\) and the third quartile of these data is \(\boxed{31.5}\).