Use the Komogorov-Smirnov test with $\alpha$= 0.05 to determine if the hypothesis that the numbers are uniformly distributed on the interval[0,1] can be rejected. Use D$_{0.05}$= 0.565

K-S Test

1. Define the hypothesis for testing the uniformity

   $H_0: R_i \sim \cup [0,1]$

   $H_i: R_i \not{\sim} \cup [0,1]$

2. Rank data in increasing order

   $0.24 \le 0.49 \le 0.63 \le 0.71 \le 0.89$

3. Compute $D^+$ and $D^-$