Question

A soccer team has played 25 games and has won 60% of the games and has played. WHat is the minimum number of additional games the team must win in order to finish the season winning 80% of the games it has played?

Answer 1

Answer:

5

Step-by-step explanation:

We are given that a soccer team has played  = 25 games

The team won the games =60% of games that has played

We have to find the minimum number of additional games the team must win in order to finish the season winning 80% of the games it has played.

60% of the games=$\frac{60}{100}\times 25=15$

A soccer team won games that has played =15

if the team won 80% of the games

Then,80% of 25= $\frac{80}{100}\times 25=20$ games

Number of games added to win 80% of the games =20-15=5

Hence, the minimum number of additional games that the team must win 80 % of the games it has played=5

Answer 2

(15 games) is the minimum number of games the team must have played