Question

Ming has a standard 52-card deck. A standard 52-card deck has 4 suits (♠, ♣,♦, and ♥))right parenthesis and an equal number of cards of each suit. She is going to randomly draw a card from the deck 300 times, putting the card back in the deck after each draw.

Answer 1

She will always have a 25% chance of drawing a specific suit, a 50% for a specific color, a 7.69230769% chance for a specific number or letter, and a 1.92307692% chance of getting a specific card.

Answer 2

Answer with explanation:

Number of cards in the deck = 52=13 club + 13 Heart +13 Diamond +13 Spade

Probability of drawing a Club Card,or a Heart,or a Diamond or a Spade ,from a pack of 52 Cards

`=\frac{_(1)^(13)\textrm{C}}{_(1)^(52)\textrm{C}}=(13)/(52)\\\\=(1)/(4)`

So, Percentage of Drawing a Club Card,or a Heart,or a Diamond or a Spade ,from a pack of 52 Cards

`=(1)/(4)* 100=25`

= 25 %

Probability of drawing, a Red Card or a Black Card from the deck of 52 cards

`=\frac{_(1)^(26)\textrm{C}}{_(1)^(52)\textrm{C}}=(26)/(52)\\\\=(1)/(2)`

So, Percentage of Drawing,a Red Card or a Black Card from the deck of 52 cards

`=(1)/(2)* 100=50`

= 50 %

Now, probability of drawing a card from the deck of 52 cards ,300 times with replacement

`=(1)/(52)* (1)/(52)* (1)/(52)* (1)/(52)* ......300 times\\\\=[(1)/(52)]^(300)`