A basketball team play 52 games and 139 what is the ratio of the game 12 number of games played represent the ratio as a decimal in rounded to the nearest hundredth
The ratio of the number of games played is 12:52.
To find the ratio as a decimal rounded to the nearest hundredth, divide the number of games played in 12 by the total number of games played.
12/52 ≈ 0.23.
So, the ratio of the number of games played is approximately 0.23.
To find the ratio of the number of games played in relation to the total number of games, divide the number of games played by the total number of games.
Ratio = Number of games played / Total number of games
Given:
Number of games played = 12
Total number of games = 52
Ratio = 12 / 52
Calculating the ratio:
Ratio = 0.23076923076923078
Rounded to the nearest hundredth:
Ratio = 0.23
Therefore, the ratio of the 12 games played out of the total 52 games is approximately 0.23.
To find the ratio of the number of games played, we can use the formula:
Ratio = Number of Games Played / Total Games Played
In this case, the number of games played is 12, and the total number of games played is 52. Therefore, the ratio becomes:
Ratio = 12 / 52
To convert this ratio to a decimal, divide 12 by 52:
Ratio = 0.23076923076923078
Rounding this number to the nearest hundredth gives us:
Ratio ≈ 0.23
So, the ratio of the number of games played is approximately 0.23.