on-the-interval-0150-15015-locate-the-points-where-the-function-fff-has-disconti

Question

On the interval $open paren 0 comma 15 close paren comma$ locate the points where the function $f$ has discontinuities. For each discontinuity, indicate which continuity conditions are not met.

Graph showing function discontinuities at x=0, x=3, x=10, and x=15.

Accepted Answer

$a equals 3 comma$ the function is discontinuous because $\lim_{x \to a} f (x) \neq f (a)$ ; $a equals 10 comma$ the function is discontinuous because the limit does not exist

Answer

$a equals 3 comma$ the function is discontinuous because $\lim_{x \to a} f (x) \neq f (a)$ ; $a equals 10 comma$ the function is discontinuous because the limit does not exist

Answer

$a equals 3 comma$ the function is discontinuous because the limit does not exist; $\lim_{x \to a} f (x) \neq f (a)$ the function is discontinuous because $\lim_{x \to a} f (x) \neq f (a)$

Answer

$a equals 3 comma$ the function is discontinuous because $\lim_{x \to a} f (x) \neq f (a)$ ; $a equals 10 comma$ the function is discontinuous because the limit does not exist

On the interval (0,15),(0,15), locate the points where the function ff has discontinuities. For each discontinuity, indicate which continuity conditions are not met.

On the interval $open paren 0 comma 15 close paren comma$ locate the points where the function $f$ has discontinuities. For each discontinuity, indicate which continuity conditions are not met.