The demand for good x is given as lQd: Qd = 1000 5Px 0.5I 10Py + 2P2 3Pc Where. Qd = quantity demanded of good x (in thousand units} Px = price of good x | = consumer incomes {in thousand} Py = price of good y P2 = price of good 2 Pc = price of good c A. If consumer incomes are 30 (in thousand}, price of good 3! is 15, price of good 2 is 25, and price of good c is 35, what is the demand curve for good x? B. What is the quantity demanded of good x by consumers if the price of good x is 15? C. Suppose the price of good y decreases to '10, holding all other variables constant. What is the new demand curve? D. What is the new quantity demanded of good x, if the price of good x remains the same at 15 based on the new demand curve? E. What is the effect of a decrease in price of good y on the demand for good x? What is the relationship between good x and good y? Why