Question: This is my practice question: Suppose that you have a standard deck* of 52 cards. Suppose you draw a card, replace it, and then draw

This is my practice question:

Suppose that you have a standard deck* of 52 cards. Suppose you draw a card, replace it, and then draw another card (The order matters; so (A, K) and (K, A) are different). What is the probability

(a) You draw two Aces (possibly the same Ace twice)? P= 1/52+1/52=2/52=1/26

(b) You draw at least one Ace? P=4/52 = 1/13

(d) The first card drawn is not a Spade? P=39/52 = 3/4

Have I done this correctly. If not can you explain? I am struggeling to understand probability

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