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If the probability of event A is 0.48, then the probability of event Ac is
A standard 52-card deck is shuffled and 2 cards are picked from the top of the deck. Note that this is a"without replacement" circumstance!What is the probability as a percentage that the first card is a face card (Jack, Queen, King) and the second card is not a face card?
When two cards are drawn at random from a 52 card deck, the probability of drawing one Jack is 0.145. The probability of drawing one Ace is 0.145, and the probability of drawing a Jack and an Ace is 0.012. What is the probability of drawing a Jack or an Ace? Stae your answer to three (3) decimal places only.
In a certain country, the probability of owning a car is 0.40, the probability of owning a house is 0.55 and the probability of owning both a house and a car is 0.25.
Then the probability of owning a house or a car (but not both) is:
A card is drawn at random from a standard 52-card deck. What is the probability that the card is a King given that it was a face card (Jack, Queen, or King) that was drawn?
You roll a fair die two times.
Event A is that the first roll is a 6. Event B is that the second roll is an even number.
Events A and B are:
The number N of bacteria on a glass dish after t hours satisfies the relationship:
log10(N) = 0.3 + 2t
For each one hour increase in time, the number of bacteria increase by
The current world record time T (in minutes) for distances D (in kilometres) ranging from 1 to 42 kilometres can be modelled by the equation
log10(T) = 0.35 + 1.08 log10(D)
The length of race (in kilometres) that this model predicts would have a current world record time of 100 minutes is closest to
The number N of bacteria in a glass dish after t hours satisfies the relationship
log10(N) = 0.3 + 2t
The number of bacteria, N, in the glass dish can be expressed as
The current world record time T (in minutes) for distances D (in kilometres) ranging from 1 to 42 kilometres can be modelled by the equation
log10(T) = 0.35 + 1.08 log10(D)
For a 10 kilometre race, this model predicts that the world record time (in minutes) is closest to