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Write three rational expressions that simplify to x/x+1.
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to get any equivalent expression, all you do is multiply top and bottom by the same number or expression
so say you multiply top and bottom by 2, you would get this x/(x+1) 2x/(2(x+1))
does that make sense?
Okay, so I can multiply any number to get an equation that will simplify to x/x+1?
yes, another example below is multiplying top and bottom by 17 \[\Large \frac{x}{x+1}\] \[\Large \frac{17x}{17(x+1)}\]
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Oh okay, thank you! I understand now
also, you can use algebraic expressions so instead of numbers like 2 and 17, you can use expressions like x, x+3, 2x-7, etc etc
just as long as you do it to BOTH top and bottom, it will remain equivalent
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