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18n+70 15n+90 Will these two ever have equivalent answers? I know the answer is no but I need to know WHY.
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\[ 18n+70=15n+90 \]
Solve for \(n\).
There might not be any solution where \(n\in\mathbb N\).
what i want to know is WHY they cant be equivalent
@wio
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\[ 18n+70=15n+90\\ 3n = 20\\ n=\frac{20}{3} \]
Two lines can only intersect at a single point.
Unless they are parallel, then there will be 0 or infinite solutions.
@wio I think I didn't give out enough info. Here's the full question: Is there a number of times for which A will be the same as B? Explain how you determined your answer.
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