what fraction of games won?
percentages
0.676
0.606
0.624
0.667
0.672
1/2 of the games
With the limited data given, I don't know how Daniel came to his conclusion. More data is needed.
Please respond with the complete information for the problem, and we will do our best to help you solve it — but not do it for you.
I hope this helps a little more. Thanks for asking.
To determine the fraction of games won, we first need to find the percentage equivalent of each given value. Then, we can convert the percentages into fractions.
Let's start by converting the given percentages into fractions:
0.676 = 676/1000
0.606 = 606/1000
0.624 = 624/1000
0.667 = 667/1000
0.672 = 672/1000
Now, simplifying these fractions:
676/1000 = 169/250
606/1000 = 303/500
624/1000 = 39/625
667/1000 = 667/1000 (already simplified)
672/1000 = 168/250
Unfortunately, with these fractions, we don't have a single fraction shared by all the percentages. It seems that we are missing some data to determine the exact fraction of games won.
However, if we assume that the missing percentages are the same as the given percentages, we can calculate the average of the fractions to estimate the overall fraction of games won.
Adding the fractions together:
(169/250) + (303/500) + (39/625) + (667/1000) + (168/250) = (2104/2500)
Reducing the fraction:
2104/2500 = 13/15
Based on this estimation, the fraction of games won would be 13/15. Please note that this is an approximation based on the given data, and it would be necessary to have more information to obtain an accurate answer.