Define "experimental probability".
The probability of what actually occurs.
Vera rolls two standard number cubes. What is the probability that both number cubes show an even number?
9/36 or 1/4 or 25%
Joaquin plays a game with a deck of cards. There are 72 action cards and 56 item cards. Joaquin selects a card at random, records whether it is an action card or an item card, shuffles it back into the deck. In 9 tirials, he selects 4 action cards and 5 item cards. How does the experimental probability compare to the theoretical probability of selecting an action card?
The theoretical probability is greater than the experimental probability.
Harold has a jar of coins; 5 are quarters, 4 are dimes, 7 are pennies, and 8 are nickels. He selects a coin at random. Decide if each outcome is likely or unlikely.
a. selecting a dime
b. selecting a penny or a nickel
c. selecting a quarter or dime
d. selecting a nickel
a. unlikely
b. likely
c. unlikely
d. unlikely
Hayley tosses a quarter, rolls a standard number cube, and tosses a nickel. What is the probability that Hayley rolls a number less than 5 and both coins land on different sides?
8/24 or 1/3 or 33.33%
Dmitiri has a deck of cards with 13 hearts, 13 diamonds, 13 spades and 13 clubs. Dmitri selects a card at random, writes the suit, and returns the card to the deck. He does this 30 times. Which suits have an experimental probability of being selected that is greater than their theoretical probability?
Frequency of each suit: H=9 D=8 S=10 C=3
Hearts, diamonds and spades.
Jorge has a box with different colors of tubes of paint. In the box, there are 7 tubes of blue paint, 4 tubes of red paint, 3 tubes of yellow paint, and 6 tubes of green paint. Jorge selects a tube of paint at random. Which is more likely: selecting a tube of blue or yellow paint, or selecting a tube of green or red paint?
They are equally likely.