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factor: see below>>>>>
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\[16x ^{2}-121y ^{2}\]
not factorable??
try using difference of two squares
can you find anything that goes into 121?
i'll give you a hint:16x^2=(4x)^2 and 121y^2=(11y)^2
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oh I was looking for a number that goes into both
they don't have a common divisor so you must lok for another rule \[a^{2}-b^{2}=(a-b)(a+b)\]
\[(4x-11y)(4x+11y)??\]
yes
thank you I was lost
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np
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