Respuesta :
So basically you are saying that 80% of ____ games is 32 games.
So 32 is the 80% of the games played.
so we can divide 32 by 8, and that will give us 4 ( you might be confused why I did this, just be patient please)
so 4 is 10% of the games played.
We have to find out 20%, so we just multiply 4 by 2, which is 8
too find out 100%, we just add 80% and 20%, so 32 was 80%, and 8 was 20%, and 32 + 8 = 40
So the answer would be 40.
So 32 is the 80% of the games played.
so we can divide 32 by 8, and that will give us 4 ( you might be confused why I did this, just be patient please)
so 4 is 10% of the games played.
We have to find out 20%, so we just multiply 4 by 2, which is 8
too find out 100%, we just add 80% and 20%, so 32 was 80%, and 8 was 20%, and 32 + 8 = 40
So the answer would be 40.
The unknown number of games is equal to 40 games.
- Let the unknown number of games be G.
Given the following data:
- Percentage = 80%
- Result = 32 games
To find the unknown number of games:
In this exercise, you're required to determine the total number of games that has 32 games when multiplied by a percentage of 80. Thus, we would multiply G by the percentage and equate it to 32 games.
For the games:
[tex]\frac{80}{100} \times G = 32\\\\0.8G=32\\\\G=\frac{32}{0.8}[/tex]
G = 40 games
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