In professional baseball, a commonly used statistic is winning percentage. To calculate a team's winning percentage, the number of wins is divided by the total games played. Although called a percentage, the winning percentage is usually displayed in decimal form, rounded to three decimal places, like this, for example: .244. The Tacoma Tigers, a new MLB team, were in last place in their division with a record of 29 wins and 43 losses. In other words, their current winning percentage was .
We are going to find out how many games in a row the Tigers have to win to increase their winning percentage to .500. To set up an equation, consider this: The number of games won in a row would have to be added to both the number of wins and the total number of games, and the result would have to be .500.
Which of the following equations represents this situation? A. 29+x/72+x= .5 B. 29+x/43+x= .5 C. 29+x/72+x= .403 D. 29+x/43+x= .403
which one do you think it is?
can u do it now
I think it is A but Im not sure. :(
I do to I want to say the answer is A
Okay well I will go with that. Thanks Patrick!!! I have more questions I am going to post that go along with this kindaaaa
alrighty
Solve the equation (29+x/72+x= .5) to determine how many games the Tigers need to win in a row.
Ugh can you un-close a question :(
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