Answer:
1/26 ; 1/26 ; 1/52
Explanation:
Given the following :
A deck of 52 cards contains :
Red hearts, Red stars, black triangles, black circles
Each type of card is numbered from 1 - 13
Therefore,
Number of each type of card = 13, all numbered distinctly with digits between 1 - 13
Probability = (number of required outcomes / total number of possible outcomes)
If one card is drawn from the deck:
Probability of picking a red one :
This is either a red heart numbered 1 or a red red star numbered 1,
Therefore, Required outcomes = 2
Total possible outcomes = 52
P(a red one) = 2 / 52 = 1/26
B) A black three
This is either a black triangle numbered 1 or a black heart numbered 1,
Therefore, Required outcome = 2
Total possible outcomes = 52
P(a black three) = 2 / 52 = 1/26
C.) A six of hearts :
A hearts numbered six = 1
Therefore, Required outcome = 1
Total possible outcomes = 52
P(a black three) = 1 / 52 = 1/52