2 teams are fierce soccer rivals. (Team A and team W) They play each other 7 times each season. If either team win at least 4 of these 7 games, they are awarded the Annual Gold Cup. If neither team wins at least 4 games, then the Gold Cup is not awarded that year.

The A coach believes that there is a 0.40 probability that A will beat Team W in each game.

also a 0.25 probability that the two teams will tie in each game

also a 0.35 probability that Team W will win each game.

use Monte Carlo simulation to estimate the probability that Team A will win the Annual Lasso Cup next year. Use 2500 trials in your Monte Carlo

?????estimate on the probability that Team A will win the gold Cup next year?????? (Enter as a probability with 2 decimal places between 0.00 and 1.00)