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Question
which of the following scenarios best illustrates a system of equations with infinitely many solutions? a. sales predictions that match exactly between two competitive companies for all product lines. b. two separate traffic routes that intersect at a common traffic circle. c. a companys revenue and expenses equation that are exactly the same due to cost - cutting matching revenue increases. d. two supply lines for a business that never meet due to geographic constraints.
A system of equations has infinitely many solutions when the equations are equivalent or dependent. In a business - context, if two competitive companies have revenue and expense equations that are exactly the same (due to cost - cutting measures making them identical in financial terms), the system representing their financial models would have infinitely many solutions as any point that satisfies one set of equations would satisfy the other.
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c. A company's revenue and expenses equation that are exactly the same due to cost - cutting matching revenue increases.