(a) Let f (x)dx = 3. What is the average value of f (x) on the interval x = 0 to x = 3? Average value = i (b) If f (x) is even, what is f (x)dx? What is the average value of f (x) on the interval x = - 3 to x = 3? [ foodx = i Average value = (c) If f (x) is odd, what is f (x)dx? What is the average value of f (x) on the interval x = - 3 to x = 3? i Average value =If (8 f ( x) + 3) dx = 62, find [ f ( x) dx. f ( x) dx =The value, V, of a Tiffany lamp, worth $225 in 1975, increases at 15% per year. Its value in dollars 1' years after 1975 is given by V = 2250.15)'. Find the average value of the lamp over the period 1975-2013. Round your answer to two decimal places. $