Jerry makes two types of wooden clocks to sell at local stores. It takes him 2 hours to assemble a pine clock [x], which requires 1 ounce of varnish. It takes 2 hours to assemble an oak clock [y], which takes 4 ounces of varnish. Juan has 16 ounces of varnish in stock and can work 20 hours. If he makes $7.00 profit on each pine clock and $8.00 on each oak clock, how many of each type should he make to maximize his profits? The constraints and graph are shown below. Pine(x) Resources and X-int. Y-int Oak(y) Varnish x + 4y (16, (0, 4) $ 16 0) (0, Time 2x + 2y (10, $ 20 0) 10 ) 1 (0, 10) Oak Clock -9 8 5 (0, 4) (8, 2) -(16, 0) 12 3456 -(10, 0)- 10 1 12 13 14 15 16 17 Pine-Clock- Jerry's maximum profit is $