Question

I am wondering if i am correct?
Find the indicated limit, if it exists.
lim[x:0,F(x)], F(x): -4-x <-10
6 x= -10
x+16 x > -10 . Is the answer zero

Answer 1

@ganeshie8 @geerky42 @parveztrina @precal

Answer 2

a limit of an inequality?

Answer 3

yes i think so, im not sure

Answer 4

can you tell me what this: lim[x:0,F(x)] : means?

Answer 5

LIm F(x)
x arrow 0

Answer 6

-4-x <-10 ; 6 < x

as far as i can tell from this, there is no valid solution at x=0

or am i misreading the problem?

Answer 7

its a piecewise function isnt it ....

Answer 8

no i think you got it right
6

0

16

The limit does not exist.

Answer 9

the answer would be a

Answer 10

-4-x x < -10
F(x) : 6 x = -10
x+16 x > -10

Answer 11

when x = 0 then x is bigger than -10, so we use the bottom piece

Answer 12

oh ok, so it is 6 not zero

Answer 13

it is: x + 16 , at x=0

Answer 14

the limit of x+16, as x approaches zero is just: 0+16

Answer 15

ok thank you

Answer 16

good luck :)