Question

Describe the vertical asymptote(s) and hole(s) for the graph of

Answer 1

@ganeshie8

Answer 2

hum that is a tricky question but if u really think about it it is rally nice and easy...tell u what what is ur educated guess and we will start frm there

Answer 3

B @Kayla_Is_Smart

Answer 4

yes that is correct i knew u had it in u...if i am wrong then they mustve messed up on the question cuz im 100% sure that is the answer....hope that helped

Answer 5

thaank you kayla :-) ill double though

Answer 6

@alias

Answer 7

ok lol

Answer 8

to tell if you have an asymtote or a hole, first try to simplify the equation
So, you can simplify it down to (x-3)/(x-5)

Answer 9

so... the reason why you have an asymtote or a hole at some point is because your function is undefined at that point (if the bottom equals 0, then you can't solve it)
So, the question you should ask yourself is at what x does it make the bottom equal to 0

Answer 10

ok... so the denominator is (x-1)*(x-5), it's obviously that either 1 or 5 would make it equal to 0 right? So your function is undefined at those points

Answer 11

and since you can simplify and cancel out (x-1) in the equation, you know that at x=1 it'll just just be a hole, while the other one, at x=5 it'll be an asymtote

Answer 12

mmm i believe its A.

Answer 13

yup

Answer 14

ty. great explaining

Answer 15

you're welcome :)

Answer 16

sorry i gave u the wrong answer...i feel so bad now :(