I am stuck on this question. Can you help me solute it and explain it in detail? Thank you

m F21lSD5361B HW7 (Ch12) - ISDE X + o 7 X (- -) C O i webassignnel/web/Student/AssignmentResponses/lasi?dep:26569499 ' I 3 5 Apps M Gmail Maps - ALeadIngCSUlCal... e MGMT34O {2 i505 361E ACCTsmA ) SpenrurumelHom... 7 Rate My Professors h Google chn CheggrSaveuplo... I: Tsnuummsu News... l Reading llsl Bay Oil produces two types of fuel (regular and super) by mixing three ingredients. The major distinguishing feature of the two products is the octane level reouired. Regular fuel must have a minimum octane level of 90, whereas super must have a level of at least 100. The cost per barrel, octane levels, and available amounts (in barrels) for the upcoming two-week period appear in the following table, along with the maximum demand for each end product and the revenue generated per barrel. 1 $16.50 100 180,000 2 $14.00 87 420,000 3 $17.50 110 370,000 Regular 420,000 Super 570,000 Develop and solve a linear programming model to maximize contribution to prot. (Assume R, is the amount of ingredient i used in producing regular, and S, is the amount of ingredient i used in producing Super. Use the units of barrels and dollars for all answers.) Max s.t. Input 1 Capacity Input 2 Capacity Input 3 Capacity Max Demand for Regular Max Demand for Super - ,0 Type hate to search ',\" 46M A @aan' VA F21 ISDS361B HW7 (Ch12) - ISDS X + X webassign.net/web/Student/Assignment-Responses/last?dep=26569499 Apps M Gmail Maps A Leading CSU | Cal... MGMT 340 ISDS 361B WP ACCT 301A Spectrum.net Hom. Rate My Professors Google Dich C Chegg - Save up to... Shuumatsu Nani S... Reading list Develop and solve a linear programming model to maximize contribution to profit. (Assume R, is the amount of ingredient / used in producing regular, and S, is the amount of ingredient / used in producing Super. Use the units of barrels and dollars for all answers.) Max s.t. Input 1 Capacity Input 2 Capacity Input 3 Capacity Max Demand for Regular Max Demand for Super Required Octane Level, Regular Required Octane Level, Super R1, R2, R3, S1, 52, S3 2 0 What is the optimal contribution to profit? Report your values for R1, R2, R3, S1, S2: 53. (R1, R2, R3, 51, 52, 53) = What is the maximum profit (in dollars)? $ Need Help? Read It Type here to search O 97%" 1:22 PM 11/16/2021