Two cards are randomly selected, without replacement, from a standard deck of playing cards. What is the probability of first picking a five and then picking a card other than a five?

I'm having a time with determining which formula to use?

When the deck is fresh, it has 52 cards, and 4 of them are fives.

The probability of picking a five is (4 / 52).

Now the deck has 51 cards in it, and 48 of them are not fives.

The probability of picking a not-five is (48 / 51).

The probability of both successes in order is

(4/52) x (48 / 51) = 7.24 % (rounded)

I have no idea which formula to use. Let me know if my answer is wrong.