If 5 cards are randomly selected from a standard deck of cards with replacement, what's the probability of getting at least 1 red queen?
Here's what I've done but I'm unsure if it's right, here I'm assuming this is a binomial distribution:
$$Y\sim Bin(52,\frac{1}{26})$$ $$1-P(Y=0)=1-{52\choose 0}*\frac{1}{26}^0*\frac{25}{26}^{52}$$
I'm sure if the number of trials should be $5$ or $52$. Please help me with this. Thank you