Jonathandj20
New member
- Joined
- Jun 20, 2016
- Messages
- 1
Quick intro to the question. I play a card game called Magic the gathering, and I am hoping to find a mathematical solution to an issue I am having. So a player has a deck of 60 cards and you start the game by drawing 7 of these to be your hand, so now the new total of the cards in the deck are 57. Here is where we will start the question.
Q: I play a card "Oath of Nissa" that lets me look at the top 3 cards of a deck of 57. I can grab one type(x) of card from this three and add it to my hand. If I have 48 of this type(x) of card what is the probability I will hit one of these types every time I play the "Oath of Nissa"?
Reason for question expanded. I am trying to improve my deck for upcoming tournament and I am wondering how many type(x) I should in my deck to utilize Oath of Nissa effectively to where I am almost never unable to find a type(x) in the three I get to look at. My apologies if I worded this question incorrectly.
Q: I play a card "Oath of Nissa" that lets me look at the top 3 cards of a deck of 57. I can grab one type(x) of card from this three and add it to my hand. If I have 48 of this type(x) of card what is the probability I will hit one of these types every time I play the "Oath of Nissa"?
Reason for question expanded. I am trying to improve my deck for upcoming tournament and I am wondering how many type(x) I should in my deck to utilize Oath of Nissa effectively to where I am almost never unable to find a type(x) in the three I get to look at. My apologies if I worded this question incorrectly.