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I need help with this system of linear equation problem. Come up with a real-world scenario that results in infinitely many solutions. Fully describe the scenario and explain why, based on the constraint(s), there exist infinitely many solutions. Produce a labeled graph that helps to establish your point.
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\[f(x)=x\] |dw:1348997392312:dw| has infinitely many solutions
say i take a length measurement with a ruler, there are infinitely many solution to my measurement
We are supposed to find, say, x+y+z=10, where x=2. Ex: Shirt, jeans, and shoes are 10 $. If Shirt only is 2 $, how many possible combination of jeans and shoes prices? Okay, this example is a bit awkward.:D.
prices come in discrete amounts
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