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Find all numbers for which the rational expression is undefined. (r^3-3r)/(r^2-49)
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\[(r^3-3r)/(r^2-49) = (r)(r^2-3)/(r-7)(r+7) holes=none, VA= + or - 7\]
to find HA you need to long divide denominator from numerator
start by factoring out the numerator and denominator. \[r^3-3r=r(r^2-3)/(r-7)(r+7), r \neq \pm7\]
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