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subtract 4x/x+1-3x+5/x+1
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\(\bf \cfrac{4x}{x+1}+1-3x+\cfrac{5}{x+1}\implies \cfrac{}{{\bbox[2pt,white, border: 2px solid black]{ LCD ? }}}\)
I think the expression is \[\large \frac{4x}{x+1} - \frac{3x+5}{x+1}\]
hmm... oh... haemm yeah... \(\bf \large \cfrac{4x}{x+1} - \cfrac{3x+5}{x+1}\implies \cfrac{}{{\bbox[2pt,white, border: 2px solid black]{ LCD? }}}\)
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