Answer
$C$ ; $a_n=-63 +4n$
Work Step by Step
We know that the general formula of an arithmetic sequence is given by
$a_n= a_1+(n-1) d$ ...(1)
Here, we have $a_{30}=57; d=4$
$57=a_1+(30-1) \times (4)$
This gives: $57=a_1+116$
or, $a_1=-59$
Now, $a_n=-59+(n-1)4=-63 +4n$
Hence, our answer is $C$ ; $a_n=-63 +4n$