Tasha and Lee played a series of games against each other. Tasha won three more than twice as many games as Lee. Lee won 15 games. Find the probability that Tasha won a game

games won by Lee --- 15

games won by ---- 2(15) + 3 = 33
total games = 48

prob(Tasha wins) = 33/48 = 11/16

Well, since Tasha won three more than twice as many games as Lee, we can calculate the number of games Tasha won. Twice as many games as Lee won is 15 x 2 = 30 games. And since Tasha won three more than that, she won 30 + 3 = 33 games.

Now, to find the probability that Tasha won a game, we need to calculate the total number of games played. Tasha won 33 games, and Lee won 15 games, so the total number of games is 33 + 15 = 48 games.

Therefore, the probability that Tasha won a game is 33/48 = 0.6875, or approximately 68.75%.

Just remember, even though Tasha won more games, Lee can always win at making people laugh with bad jokes.

To find the probability that Tasha won a game, we need to determine the number of games Tasha won.

We are given that Lee won 15 games. Let's represent the number of games Tasha won as "x."

According to the given information, Tasha won three more than twice as many games as Lee. Therefore, we can set up the equation:

x = 2 * 15 + 3

Simplifying this equation, we have:

x = 30 + 3
x = 33

Tasha won 33 games.

Now, to find the probability that Tasha won a game, we need to divide the number of games Tasha won by the total number of games played.

Let's say the total number of games played is "y." Since we are not given the value of "y," we cannot calculate the exact probability. However, we can determine the probability in terms of "y" as follows:

Probability = Number of games Tasha won / Total number of games played
Probability = 33 / y

Thus, the probability that Tasha won a game is 33 / y.

To find the probability that Tasha won a game, we first need to determine how many games Tasha won.

Given that Tasha won three more than twice as many games as Lee, we can calculate the number of games won by Tasha as follows:

Number of games won by Tasha = 2 * Number of games won by Lee + 3

We are given that Lee won 15 games, so substituting this value into the equation:

Number of games won by Tasha = 2 * 15 + 3
= 30 + 3
= 33

Therefore, Tasha won 33 games.

Now, to calculate the probability that Tasha won a game, we need to know the total number of games played.

Given that Tasha and Lee played a series of games against each other, and we are only given the number of games won by Lee, we do not have the total number of games played. Without this information, we cannot calculate the probability.

To determine the probability that Tasha won a game, we would need to know the total number of games played or have additional information about the distribution of wins between Tasha and Lee.