5. A standard deck of 52 playing cards (13 with hearts, 13 with diamonds, 13 with clovers, and 13 with spades) is shuffled, and one card is drawn at random. What is the probability of drawing a heart?
Answer: C
The probability of drawing a heart is 1/4.
The probability of drawing a heart from a standard deck of cards is 1/4, as there are 13 hearts out of a total of 52 cards, resulting in a simplified fraction of 1/4.
A) 01-Mar
This option is incorrect because "01-Mar" does not represent a valid probability. The probability of drawing a heart is a numerical fraction, not a date format.
B) 01-Feb
This option is also incorrect as "01-Feb" fails to represent any probability value. Probabilities must be expressed as fractions or decimals, making this choice invalid.
C) 01-Apr
This option is correct because it suggests a probability value, and when translated, it indicates a probability of 1/4, which accurately reflects the likelihood of drawing one of the 13 hearts from a 52-card deck.
D) 45670
This option is incorrect since "45670" does not correspond to any probability value. Probabilities are typically expressed in a range between 0 and 1, making this choice nonsensical in the context of the question.
Conclusion
The correct answer, C, accurately reflects the probability of drawing a heart, which is 1/4. All other options either misrepresent the concept of probability or fail to provide a valid numerical representation of the likelihood in question. Thus, C is the only option that correctly aligns with the fundamental principles of probability.