A report indicates that a one-factor ANOVA had an effect size with a Cohen’s $\displaystyle {f}={0.394}$.  (Note: Cohen’s $\displaystyle {f}$ is not the same thing as the F-ratio.)  The ANOVA was a balanced design with a total of 90 data points.  The report also gave the sample means for each group:
$\displaystyle {M}_{{1}}={56.1}$,   $\displaystyle {M}_{{2}}={57.2}$,   $\displaystyle {M}_{{3}}={53.4}$,   $\displaystyle {M}_{{4}}={58.9}$,   $\displaystyle {M}_{{5}}={57.6}$

Use the information give to calculate the F-ratio and the associated P-value.
$\displaystyle {F}=$
    (Report accurate to 3 decimal places.)
$\displaystyle {p}=$
    (Report accurate to 4 decimal places.)