What is another way to determine the continuity of a function without drawing it on a graph, are they any tips/tricks?
test points?
>Epsilon delta
limits
an example would be nice. but pretty much any function that you know the formula for is continuous on its domain
that is if you can write \[f(x)=\text{expression}\] than the function will be continuous on its domain.
*then
not so if you describe it in words, or if you write a piecewise function obviously.
which boils down to this for a "trick" usually if you are asked for what values is the function continuous, you are really being asked for the domain. if you are given a piecewise function, then you have to check at the endpoints for where the functions changes expression.
use the distributive property to simplify the expression 7(-5x+7)
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