Question

Find the limit of the function algebraically.

-6+x/x^4

Answer 1

limit with x approaches what value ?
0 ?

Answer 2

yea @hartnn

Answer 3

is the question
(-6+x)/x^4
or
-6 + x/x^4
?

Answer 4

the first one

Answer 5

you can directly plug in x =0 in your function, what do u get ?

Answer 6

-6/0

Answer 7

so it doesn't exist? @hartnn

Answer 8

it exists!
-6/0 is \(\large -\infty \)

Answer 9

ohhh ok thanks! @hartnn

Answer 10

welcome ^_^

Answer 11

wait thats not an answer choice? @hartnn

Answer 12

6

0

-6

Does not exist

Answer 13

would it be -6?

Answer 14

it must be -infinity
i checked it with wolf too
http://www.wolframalpha.com/input/?i=limit+x-%3E+0+%28-6%2Bx%29%2Fx%5E4


with those choices, i would go with does not exist...though it actually exists

Answer 15

ok thanks anyway ill ask my teacher monday!

Answer 16

but if th question is
-6 + x/x^4
then it surely does not exist