ebowden1092
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- Sep 4, 2020
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lim. (a/(3-a)-2)/(a-2). (I do know what to do here, I just don't know how to factor the expression in the numerator)
a-->2
a-->2
\(\displaystyle \lim_{a\to 2}\left[\frac{\frac{a}{3-a}-2}{a-2}\right]\)lim. (a/(3-a)-2)/(a-2). (I do know what to do here, I just don't know how to factor the expression in the numerator)
a-->2
\(\displaystyle \lim_{a\to 2}\left[\frac{\frac{a}{3-a}-2}{a-2}\right]\)
You said:
I do know what to do here
Please share your thoughts - "show"us what you do know and where you are stuck after that.
Thought process: a= 2 makes the denominator = 0.lim. (a/(3-a)-2)/(a-2). (I do know what to do here, I just don't know how to factor the expression in the numerator)
a-->2
To what can you bring the numerator?lim. (a/(3-a)-2)/(a-2). (I do know what to do here, I just don't know how to factor the expression in the numerator)
a-->2
One of the simplest math problems.View attachment 21440