# How To Solve Probability Word Problems

This probability doesn't change no matter how many times we toss the coin. It can be confusing doing probability problems with die because the sides are numbered.And we can test the probability easily–just toss a coin. Make it easier to keep the numbers straight by writing out the number when referring to a side of the die. We are looking at the probability of landing on black. There is a 1:4 or 25% chance of getting two heads in a row. The probability of flipping heads once is greater than the probability of flipping heads twice!

This probability doesn't change no matter how many times we toss the coin. It can be confusing doing probability problems with die because the sides are numbered.And we can test the probability easily–just toss a coin. Make it easier to keep the numbers straight by writing out the number when referring to a side of the die. We are looking at the probability of landing on black. There is a 1:4 or 25% chance of getting two heads in a row. The probability of flipping heads once is greater than the probability of flipping heads twice!

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In the United States, 56% of all children get an allowance and 41% of all children get an allowance and do household chores.

What is the probability that a child does household chores given that the child gets an allowance?

What two sections would have to be divided to find P(B|A)? In New York State, 48% of all teenagers own a skateboard and 39% of all teenagers own a skateboard and roller blades.

What is the probability that a teenager owns roller blades given that the teenager owns a skateboard?

Multiplication Rule 2: When two events, A and B, are dependent, the probability of both occurring is: The formula for the Conditional Probability of an event can be derived from Multiplication Rule 2 as follows: Now we can use this formula to solve the problem at the top of the page. 25% of the class passed both tests and 42% of the class passed the first test.

## Comments How To Solve Probability Word Problems

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