Rational Function Hole and Limit

The graph of the rational function $r(x) = \frac{(x - 3)(x - 11)}{(x - 3)(x + 1)}$ has a hole. What is the x-coordinate of the hole and the limit of $r(x)$ as $x$ approaches this coordinate?

Hole at $x = 11$ ; limit is $2$

Hole at $x = -1$ ; limit is $-3$

Hole at $x = 3$ ; limit is $2$

Hole at $x = 3$ ; limit is $-2$

Hint

Did You Know?

Explain Why

Explain All Answers

Check Answer

Show Correct Answer

Report Question

Mark for review

Question Leaderboard

Rank	User	Correct Count	Attempt Count	Total Time	Score
#1	sadira.ouyang	2	2	0m 00s	200
#2	nkatikitala2011	2	2	1m 01s	139
#3	giaawarikoo	1	1	0m 15s	85
#4	andrew.hsia9	1	1	0m 27s	73
#5	mahmoudjibrin08	2	4	1m 51s	69
#6	janaalsoud	2	2	2m 34s	46
#7	aboodanas44	1	1	0m 55s	45
#8	chetan.doddi	1	1	0m 58s	42
#9	ethan185183	1	1	1m 00s	40
#10	yaraasoom	1	1	1m 04s	36

Items per page:

1 – 10 of 29

AI Tutor 4:22 AM

How can I help?

Email: apfive@apfive.orgPrivacy Policy