Let h(t) = tan t. Find the maximum and minimum values of h on the interval I = [0, π/3]. Then use the Comparison Property to find upper and lower bounds for the area of the region between the graph of h and the x axis on the interval I. Maximum value of h on I = Minimum value of h on I = 0 1 √3 Upper bound for the area between the curve and the x axis Lower bound for the area between the curve and the x axis