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Square root of (x+deltaX)+ 2 - square root of (x-2)/ delta x
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Like this?\[\sqrt{x+\Delta x}+2-\sqrt{\frac{x-2}{\Delta x}}\]
Or like this? \[\sqrt{x+\Delta x}+2-\frac{\sqrt{x-2}}{\Delta x}\]
Also, what is the question?
Oh its like this \[\sqrt{(x+\Delta x)+2} -\sqrt{x+2} / \Delta x \]
the delta x is over bother square roots.
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question is to find the limit as (delta) x approaches 0
\[\frac{\sqrt{x+\Delta x+2}-\sqrt{x-2}}{\Delta x}\]
yes but uh its x+2
\frac{sqrt{x+Delta x}+2-sqrt{x+2}}{Delta x}\[\frac{\sqrt{x+\Delta x}+2-\sqrt{x+2}}{\Delta x}\]
yes
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