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[(radx+4)+(radx-1)]^2
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\[(\sqrt{x+4} - \sqrt{x-4})^{2}\]
\[(a-b)^{2} = a^{2} -2ab + b^{2}\] a = \[\sqrt{x + 4}\] b = \[\sqrt{x-1}\]
well at the top it says (radx-1) and below it says (radx-4) which one is it really?
top
than just do what I said instead b = \[\sqrt{x-4}\]
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okay, thanks!
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