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Given linear demand function assuming M = 20,000 and PY = 10. (2 pts) a linear demand function of the form QXd = 500 - 2PX - 3PY + 0.01M, find the inverse a. PX=500-2QX-3PY+0.01M. b. PX = 335 - 0.5QX. c. PX=335-2QX. d. PX=500-2QX.