A paint manufacturing company claims that the mean drying time for its paints is not longer than 45 minutes. A random sample of 20 gallons of paints selected from the production line of this company showed that the mean drying time for this sample is 49.50 minutes with a standard deviation of 3 minutes. Assume that the drying times for these paints have a normal distribution. At a 1% significance level, would you conclude that the company's claim is true? Your choice of approachcritical value or P-value.(But the critical value approach is better suited for this type of problem.)