(1 point) The function is the revenue function for selling widgets and gizmos with demand price functions PriceGizmos Quantity Widgets 49 192 PriceWidgets = 28 - Quantity Widgets QuantityGizmos 292 23 QuantityGizmos 44 To solve this problem, rename QuantityGizmos to g and QuantityWidgets to w. This will make using Wolfram Alpha slightly easier, and symbol manipulation a tad more straight forward. = a. Find the partial derivatives of the original function. Revenue, (8, w) venuew(g, w) = b. Find and list any critical points.(format your answer like (81, w1), (82, W2)) c. Produce a small graph around any critical points. Submit your graph to your instructor. d. Determine if the critical points are maxima, minima, or saddle points. Choose the extrema in ascending order of your g value. Leave extra menus blank ? ? ? (1 point) The function is the revenue function for selling widgets and gizmos with demand price functions PriceGizmos Quantity Widgets 49 192 PriceWidgets = 28 - Quantity Widgets QuantityGizmos 292 23 QuantityGizmos 44 To solve this problem, rename QuantityGizmos to g and QuantityWidgets to w. This will make using Wolfram Alpha slightly easier, and symbol manipulation a tad more straight forward. = a. Find the partial derivatives of the original function. Revenue, (8, w) venuew(g, w) = b. Find and list any critical points.(format your answer like (81, w1), (82, W2)) c. Produce a small graph around any critical points. Submit your graph to your instructor. d. Determine if the critical points are maxima, minima, or saddle points. Choose the extrema in ascending order of your g value. Leave extra menus blank