The Flip-Flop-Alot Company makes and sells flip-flops. They have one linear function that represents the cost of producing flip-flops and another linear function that models how much income they get from those flip-flops. Describe the key features that would determine if these linear functions ever intersected. Please Help @kirbykirby @matimaticas @anonymous_user @aum @bibby @camerondoherty @Compassionate @TinkerbellGirl @or12 @myininaya
The only way they would intersect is if they are producing more than they are selling.
Ok this is what I think, The two linear functions would intercept ONLY if their slopes were not the same
True but. could you answer the question in your own words please so I can a example please @or12
Thanks everyone on their output towards answering this question
No problem.
Can anyone actually answer this problem in words
If the cost of producing flip-flops exceeds the amount of profit the company brings in, the linear equations will intersect.
U have 2 linear functions. That means they graph as 2 straight lines. Think about the equations for straight lines. What is be true about the equations for the lines not to intersect each other?
Ohhh I get now thanks everyone for the great responses
Yep np :)
Basically in like a short sentence, the linear equations can not be parallel if they will ever intersect.
The answer depends on whether this is a question in economics or in math.
In economics, the point where the cost curve and the revenue curve intersects is called the Break-Even Point. Until that point is reached the company loses money. Past that point the company starts to make profit.
This just math @aum but, thanks for the other important info
Two straight lines that are NOT parallel will always intersect.
Describe the key features that would determine if these linear functions ever intersected. What about this part of the question?????
The slope of the income line should be steeper than that of the cost line or vice-versa?
Wait what how does that suppose to answer the question; Describe the key features that would determine if these linear functions ever intersected. @aum
It is just another way of saying the straight lines will intersect if they are not parallel (that is, have the same slope). So by making one line steeper than the other I am saying they have different slopes. Don't know how else to answer this question or what they are expecting.
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