To manufacture an automobile requirespainting, drying, and polishing. Epsilon Motor Company produces three types ofcars, theDelta, theBeta, and the Sigma. Each Delta requires 7 hours forpainting, 3 hours fordrying, and 4 hours for polishing. A Beta requires 13 hours forpainting, 6 hours fordrying, and 5 hours forpolishing, and a Sigma requires 5 hours forpainting, 3 hours fordrying, and 2 hours for polishing. If the company has 204 hours forpainting,102 hours fordrying, and 86 hours for polishing permonth, how many of each type of car areproduced. Select the correct choice below and fill in any answer spaces within your choice.

Solve the math and chose either a,b,or c options below

A.The Epsilon Motor Company produces _____Deltas, ______ Betas, and _____Sigmas in a month.

(Simplify youranswers.)

B. There are infinitely many combinations of each type of car that can be produced.Using orderedtriplets, the solution can be written as{(D,B,S) |

Dequals = ___, Bequals = _____, S any real number}.

(Simplify your answers. Type expressions using S as the variable asneeded.)

C. There is no possible combination of each type of car that can be produced that meets the criteria.

This is a math question that I am to solve. It is not a tutors work. It is a college Algebra question. See the underlined and approach it from there. Thanks

This question does not need any revision!!!!!. It a homework question from Pearsons, MYMATHLAB. I know about the honor code and what it stands for.

The question was copied ind pasted as was written.

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