Question

friends if there is a question related to limit

Answer 1

\[\lim_{x\to \pi}\sin(x)=\sin(\pi)=0\]

Answer 2

the value of a limit has no bearing on the value of the function at the limiting value

Answer 3

IF a function is continuous, then the value of the limit will be equal to the limiting value

Answer 4

if we can algebra a rational expression (glorified fraction) into an equivalent expression then we can use the equivalent expression to more easily evaluate a limit