We want to test the claim that the hamburgers at a fast food restaurant contain more than 590 calories. The calories in random sample of 14 hamburgers were normally distrituted with a mean of $\bar{x}=604.7$ calories and a standard deviation of $s_{x}=38.12$ calories. Calculate the test statistic, $t$, for a right-hand hypothesis test of the mean with $\mathrm{H}_{1}: \mu>590$ Round your answer to 3 decimal places CS.VS. 1298||