Witch rule can you use to find the nth term of an arithmetic sequence in witch the common difference is 5 and a12=63

Any arithmetic sequence can be expressed as:

a (n) = a+d (n-1), a=initial term, d=common difference, n=term number

We are only told that d=5 and a (12) = 63 so:

53=a+5 (12-1)

53=a+60-5

53=a+55

a=-2 now we have solved for a and we can say:

a (n) = - 2+5 (n-1) which neatened up ...

a (n) = - 2+5n-5

a (n) = 5n-7

The above is the rule to find the value of the nth term.