If $\alpha=0.10$ , the Hypothesis That $\sigma_{1}=\sigma_{2}$ , the Sample Variances $s_{1}^{2}=18$ And $s_{2}^{2}=54$

Multiple Choice

If $\alpha=0.10$ , the hypothesis that $\sigma_{1}=\sigma_{2}$ , the sample variances $s_{1}^{2}=18$ and $s_{2}^{2}=54$ were obtained, based on sample sizes of $n_{1}=15$ and $n_{2}=10$ respectively, the null hypothesis should be

A) rejected since $F=3$ .
B) not rejected since $F=3$ .
C) rejected since $F=0.33$ .
D) not rejected since $F=0.33$ .