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Total Members Voted: 7

Author Topic: Continuity of Exponential functions?  (Read 670 times)

My math problem:

         x-2
f(x)= 2

it asks me what the graph's continuity is, how do i find that

burn your homework and become a druid

burn your druid and become a homework

what does it mean "the continuity"

what does it mean "the continuity"
thats what i am asking lol

My math problem:

f(x)= 2x-2

it asks me what the graph's continuity is, how do i find that
FYI you can use the
Code: [Select]
[sup][/sup]

[sub][/sub]
tags for superscripts and subscripts.

thats what i am asking lol
do you mean the domain?
if so it's ℝ

i don't get it who issued this garbage poopy butt pants homework

FYI you can use the
Code: [Select]
[sup][/sup]

[sub][/sub]
tags for superscripts and subscripts.
eat my dick

Continuity means that for all numbers in the domain, is the graph defined everywhere (aka are there no holes or asymptotes?)

Continuity means that for all numbers in the domain, is the graph defined everywhere (aka are there no holes or asymptotes?)

this.

the continuity is defined as "Continuous" - and likewise, as said above, "R" or "All real numbers".

Continuity means that for all numbers in the domain, is the graph defined everywhere (aka are there no holes or asymptotes?)
isnt this something you would encounter in calculus

isnt this something you would encounter in calculus


late algebra


ok armyunit helped me solve it, if there are no breaks in the graph (there isnt) then it is continuing