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A card is drawn at random from an ordinary deck of 52 playing cards. find the probability that it is:
a. an ace
b. a jack of hearts
c. a three of clubs or a six of diamonds
d. a heart
e. any suit except hearts f. a ten or a spade g. an ace, given that an ace has already been drawn

Respuesta :

reaganhayes092
a 4/52     7.69%
b 1/52     1.92%
c 2/52     3.84%
d 13/52   25.00%
e 39/52   75.00%.
f 16/52    30.76%
g 3/52     5.76%.
FRACTIONAL AND PERCENTAGE ANSWERS
 

onyebuchinnaji

(a) The probability that it is an ace is 7.69%.

(b) The probability that it is a jack of hearts is 1.92%.

(c) The probability that it is a three of clubs or a six of diamonds is 3.84%.

(d) The probability that it is a heart is 25.00%.

(e) The probability that it is any suit except hearts is 75.00%.

(f) The probability that it is a ten or a spade is 30.76%.

(g) The probability that it is an ace, given that an ace has already been drawn is 5.76%..

Probability of obtaining different types of card

The probability of obtaining different types of cards is based on their outcome is determined as follows;

P = number of outcome/Total outcome

For ace

P = 4/52  = 7.69%

For a jack of hearts

P = 1/52  =  1.92%

For a three of clubs or a six of diamonds

P = 2/52  = 3.84%

For a heart

P = 13/52  = 25.00%

For any suit except hearts

P = 39/52 = 75.00%.

For a ten or a spade

P = 16/52 = 30.76%

For an ace

P = 3/52 = 5.76%.

Learn more about probability here: https://brainly.com/question/24756209

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