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Two cards are drawn from a standard deck of cards. Find each probability if no replacement occurs.$P(\text { two hearts })$

$\frac{1}{17}$

Intro Stats / AP Statistics

Algebra

Chapter 12

Probability and Statistics

Section 4

Multiplying Probabilities

Sampling and Data

The Normal Distribution

Introduction to Combinatorics and Probability

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Two cards are drawn from a…

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If two cards are drawn wit…

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Find each probability if 1…

Yeah. This problem wants us to find the probability of drawing two hearts out of a standard, uh, playing card deck with no replacements. That means these air depended events. We have to evaluate them in order. So the first heart of a standard A deck would just be a one in four chance. The second heart. We're going to take one from the total amount of cards as 51 and the amount of hearts left in the deck would be 12 two. Then we can reduce a little bit. So, uh, we have one ever four. So the four will cancel with the 12. And so that's just gonna leave us with 3/51. That which is just gonna be equal to 1/17. Okay, thank you very much.

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