Question

A standard deck of cards has 4 suits (hearts, diamonds, spades, and clubs) each with 13 cards in it (ace -10, jack, queen, and king). The number cards are 2-10.

When drawing a card randomly from a deck, what is the probability that it will be either a diamond or a number card?

Answer 1

all diamonds + number cards
--------------------------
Total Cards

Answer 2

13+9/100?

Answer 3

@FaiqRaees

Answer 4

So it's 22/100? Or did I get the equation numbers wrong? I'm confused at how it's worded.

Answer 5

there are four suits in which number cards are present. Since we are counting the whole diamonds, only three suits are left which have numbered cards. So how many numbered cards are there in total?

Answer 6

39?

Answer 7

numbered cards * 3 suits

Answer 8

27?

Answer 9

Sorry I'm so confused right now

Answer 10

yes

Answer 11

and if you add all the diamond cards?

Answer 12

27+?

Answer 13

40?

Answer 14

and total number of cards are?

Answer 15

48?

Answer 16

total number of cards in a suit = 13
Suits presents = 4

Answer 17

I thought you said to not count the diamonds? Does that mean that the total is 52? or is it 61 if I add the numbered cards?

Answer 18

Can someone explain I'm honestly so confused.