Analysts determined that a baseball team had a 25% chance of winning its next game. which simulation could you use to answer questions about winning the game?

The correct simulation to use among the choices should also give out a 25% chance of winning. So to solve this, let us calculate for the probability of winning in each simulation given.

Method 1: Flipping

There are only 2 outcomes in this method, either head or blue. And it was given that to win, it should flip in the heads. Therefore there is 50% chance to win.

(Not correct)

Method 2: Rolling

There are 6 sides of a dice therefore there are a total of 6 outcomes. To win, it should roll on the side of 2, therefore the probability to win is:

Probability = 1 side / 6 sides = 16.67%

(Not correct)

Method 3: Picking and replacing

There are a total of 6 balls in the hat, to win we must pick blue ball. Therefore the probability to win is:

Probability = 2 balls / 6 balls = 33.33%

(Not correct)

Method 4: Spinning

There are a total of 8 number therefore 8 outcomes. To win, it must land on either 1 or 2, therefore the probability to win is:

Probability = 2 / 8 = 25%

(CORRECT!)

Therefore the correct simulation to use is:

Spinning

If you're on TTM the answer is Lands on 1 or 2