Clubs -- Cidi (चिड़ी)
Hearts -- Paan (पान)
Diamonds -- Eent (ईंट)
Spades -- Hukum (हुकुम)
The four suits of cards in Hindi are called "गोल्ड" (Gold), "सोना" (Silver), "पत्ता" (Leaf), and "दिन" (Sun).
chaturbhuj as it has four equal sides..
Spring season is called as VASANT KA MAUSUM in Hindi. It is one of the four seasons.
The four most spoken languages in the world are English, Mandarin Chinese, Hindi, and Spanish.
The four most widely spoken languages in the world are English, Spanish, Mandarin Chinese, and Hindi.
The four most common languages in the world by number of speakers are: Mandarin Chinese, Spanish, English, and Hindi.
hearts,clubs,diamonds,spades
A deck of playing cards has 52 cards divided into four suits. Diamonds and hearts are red suits; spades and clubs are black suits. There are 13 cards in a suit, and 26 of each of the two colors.
One in four. There are 52 cards in the deck; 13 cards in each of four suits. Spades is one of the four suits, so you have one chance in 4 of picking a spade from a shuffled deck.
spades, diamonds, clubs, hearts
If your question refers to the structure of the cards, there are four suits, each with 13 cards: A,2,3,4,5,6,7,8,9,10,J,Q,K If your question refers to why these cards were selected, the popular answer is that there are four suits for the four seasons and thirteen cards in each because there are thirteen weeks in a season. As you can see, the 52 cards correspond with the fact that a year has 52 weeks.
There are four suits in a standard deck of cards: spades, hearts, diamond and clubs. Spades and clubs are black, hearts and diamonds are red.
J, Q, K of four suits = 12 face cards.
Four suits... Hearts, clubs, diamonds, spades.
! in 4, as the four suits have an equal number of cards.
Assuming a standard 52-card deck with 13 cards of each of the four suits, you would have to draw five cards, because the first four cards could very easily be of different suits. If four cards of different suits are drawn on the first four draws, the fifth card is guaranteed to match the suit of one of them. What is the probability of drawing four unsuited cards when drawing only four cards? P = (52/52) * (39/51) * (26/50) * (13/49) = 0.105498199. So, the chances of drawing four unsuited cards when drawing four cards is a bit greater than one chance in ten.
There are 12 face cards in a standard 52-card deck, a jack, a queen and a king of each of the four suits.
Four kings, one per/for each of the four suits