Question

Let f be defined by
f(x)={8x+m,x<2
−8x2+2m,x≥2
(a) Find (in terms of m) limx→2+f(x)
Limit =

(b) Find (in terms of m) limx→2−f(x)
Limit =

(c) Find all values of m such that
limx→2−f(x)=limx→2+f(x)

(Note: if there are more than one such value, list them separated by commas)
Values of m =

Answer 1

dont know what it means by (in terms of m)

Answer 2

@zepdrix

Answer 3

gimme one sec ^^ finishing a sammich

Answer 4

ok, am a little jealous though

Answer 5

peanut butter and honey on cinnamon bread c: my favorite. and chocolate milk mmm

Answer 6

wow way to rub it in lol

Answer 7

lol XD

Answer 8

Ok since `m` is an unknown value, let's just graph what this function might potentially look like. Just to get an idea of what's going on.

Answer 9

This might not be perfectly accurate, but it's good enough to give us an idea of what's going on.
We have a `line` on the left side of 2.
And we have a `parabola opening downward` on the right side of 2.