The recursive formula for a sequence of numbers is shown:
a1=βˆ’14
an=anβˆ’1βˆ’5
Which equation would produce the same sequence of numbers as the recursive formula shown?

an= a1 + (nβˆ’1)d

Responses:

f(n)=βˆ’9nβˆ’5f of n is equal to negative 9 n minus 5

f(n)=βˆ’9βˆ’5nf of n is equal to negative 9 minus 5 n

f(n)=14f of n is equal to 14

f(n)=nβˆ’5