Modena Inc. produces 3 types of Covid-19 medicine, namely, ,, and. There are 3 different type...

 

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Modena Inc. produces 3 types of Covid-19 medicine, namely, ,, and. There are 3 different type of ingredients used for production, namely,, and . To produce one unit of requires 4 mg of, mg of and 6 mg of. To produce one unit of requires mg of, 2 mg of, and 4 mg of To produce one unit of requires mg of, 5 mg of, and 7 mg of. The manufacturer has an everyday available ingredients of grams of, grams of and grams of. (Hint: 1 gram = 1000 mg) Using,, and c as the quantity for and in thousand units respectively, a. Form a system of linear equations from the information above. b. Replace the unknown,, and using the last 3 digits of your student ID; rewrite the system of linear equations obtained in (a). (for example: if your student ID is FIA2004123, then ) c. Write a matrix equation for the system of linear equations obtained in (b). d. Use the inverse matrix method, find the quantity of A, B and C. e. The production cost is RM0.70 for a unit of, RM0.50 for a unit of, and RM0.90 for a unit of, find, using matrix method, the daily cost for each of these medicine. Modena Inc. produces 3 types of Covid-19 medicine, namely, ,, and. There are 3 different type of ingredients used for production, namely,, and . To produce one unit of requires 4 mg of, mg of and 6 mg of. To produce one unit of requires mg of, 2 mg of, and 4 mg of To produce one unit of requires mg of, 5 mg of, and 7 mg of. The manufacturer has an everyday available ingredients of grams of, grams of and grams of. (Hint: 1 gram = 1000 mg) Using,, and c as the quantity for and in thousand units respectively, a. Form a system of linear equations from the information above. b. Replace the unknown,, and using the last 3 digits of your student ID; rewrite the system of linear equations obtained in (a). (for example: if your student ID is FIA2004123, then ) c. Write a matrix equation for the system of linear equations obtained in (b). d. Use the inverse matrix method, find the quantity of A, B and C. e. The production cost is RM0.70 for a unit of, RM0.50 for a unit of, and RM0.90 for a unit of, find, using matrix method, the daily cost for each of these medicine.

Answer rating: 100% (QA)

a The system of linear equations can be formed as follows For the ingredient equation can be written ... View the full answer