Hey, I have been struggling with this question for the longest now and just need some assistance, would you please be able to help me. Thank You.

Question 4 7 pts This question requires a le upload. Be sure to neatly do all of your computations on ONE page and take a clear pic. The le may NOT be HEIC as Canvas will not open these les. If you submit an HEIC le, you will receive 0 points for this question even if your solution is correct though I am not sure howl will know it is correct if I cannot open it. Emailed solutions will not be accepted. Harry's Hockey House manufactures two types of neck guards, the Puck-Proof (P) and the Guardian (G) with each type being sold to retailers by the case . The revenue generated is R (P, G) = 18P + 22C and the manufacturing cost is C (P, G) = 2P2 + 8PG + G2 80 . The revenue and cost equations are in terms of hundreds of dollars while the variables P and G are in terms of cases of product. Due to restricted labor and material available, HHH must limit production to 2P + 4G g 16. Determine the production scheme that will yield the optimal prot. When you report your nal answer, state the solution in sentence form indicating number of cases of each guard to produce as well as the projected prot. Be sure to included the computations verifying answer is optimal. Report your answer as a sentence that is circled