You are running Questrom Bakeries and need to decide on the price to sell cookies and the quantity of cookies to produce. During week 7 you solved for the right price, quantity and profits by using the following weekly demand curve: Q = 8.5 - 0.05 * P, where Q is the number of cartons produced per week. You also used the following weekly cost curve: C = 100 38Q. You want to run Questrom Bakeries as a profit maximizer. Just before posting prices and telling the production department what to bake the chief financial officer comes running into your office with bad news. Variable costs just increased by $12 per carton. This means the cost curve is now C = 100 50 Q. After this bad news...What is the right price to charge each week? Round to the nearest integer