Question

How Do You Find The Probability Of Getting A Red Face Card In A Deck Of 52 Cards​

Answer 1

Answer:

Step-by-step explanation:

Answer:-

First, let us learn what is probability.

The occurrence of a certain sample Space number of times is called probability.

Now, we need to find probability of a Red face card.

Every card has 3 face cards each. So, red ones collection are 2, there will be 6 face cards.

There is a king, queen and a jack.

So, provided that there are 52 cards. Now, we will simply write in fraction as:-

$\sf{\dfrac{No. \ of \ Observation}{Total \ Occurence}}$

= $\dfrac{6}{52}$

So, 6/52 is the required answer.

Also, keep in mind that each card collection is a heart, spade, diamond or club.

Two are black, spade and club.

Two are red, heart a D diamond.

Answer 2

$\large{\underline{\boxed{\boxed{\sf Let's \: Understand \: Concept \: F1^{st}}}}}$

Here, we have given A deck of 52cards and we have to find Probability of getting a red Face Card. We, know that in a deck of 52cards there are 6Red face Cards so substituting the values in the formula of Probability. we can find our required answer.

$\huge{\underline{\boxed{\sf AnSwer}}}$

════════════════════════════════════

$\large{\underline{\sf Given:-}}$

➤A deck of 52cards

$\large{\underline{\sf Find:-}}$

➤Probability of getting a red Face Card

$\large{\underline{\sf Solution:-}}$

we, know that

$\huge{\underline{\boxed{\mapsto\sf P(E) = \dfrac{Favourable \: Outcomes}{Total \: Outcomes}}}}$

$\red{\sf where} \small{\begin{cases} \\ \pink{\sf Favourable \: Outcomes = 6} \\ \purple{\sf Total \: Outcomes = 52} \\ \\ \end{cases}}$

✪$\small{\underline{Substituting\:these\:values\:in\:the\: Formula}}$

$\dashrightarrow\sf P(E) = \dfrac{Favourable \: Outcomes}{Total \: Outcomes}$

$\dashrightarrow\sf P(E) = \dfrac{6}{52}$

$\dashrightarrow\sf P(E) = \dfrac{3}{26}$

$\frak{\therefore \underline{Probability \: of \: Event = \dfrac{3}{26}}}$

━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━

Hence, Probability of getting a red Face cards from a deck of 52cards is 3/26