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3 Apr 2020
;- Limiting behavior of a Rational Expression The rational expression
![](data:image/png;base64,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)
is not defined for
. Complete the tables, and determine what value the expression approaches as
gets closer and closer to 3. Why is this reasonable? Factor the numerator of the expression and simplify to see why.
;- Limiting behavior of a Rational Expression The rational expression
is not defined for . Complete the tables, and determine what value the expression approaches as
gets closer and closer to 3. Why is this reasonable? Factor the numerator of the expression and simplify to see why.
Irving HeathcoteLv2
21 May 2020