Based on the ratio of fans wearing hats to total fans in the first 25, we can calculate the proportion of fans wearing hats:
9 fans wearing hats / 25 total fans = 0.36
This proportion can then be used to estimate the number of fans not wearing hats in the total crowd of 300:
0.36 x 300 total fans = 108 fans not wearing hats
Therefore, you would expect 108 fans at the baseball game to not be wearing baseball hats.
Of the first 25 fans who entered a baseball game, 9 were wearing hats. If a total of 300 fans are at a game, how many would you expect to NOT be wearing baseball hats?(1 point)
3 answers
is this right
Apologies for the error in my previous response. Let's correct the calculation:
If 9 out of 25 fans are wearing hats, then 16 out of 25 fans are not wearing hats. This means that 16/25 = 0.64 of the fans are not wearing hats.
To find the number of fans not wearing hats out of the total 300 fans:
0.64 x 300 = 192 fans
Therefore, you would expect 192 fans at the baseball game to not be wearing baseball hats. Thank you for pointing out the mistake.
If 9 out of 25 fans are wearing hats, then 16 out of 25 fans are not wearing hats. This means that 16/25 = 0.64 of the fans are not wearing hats.
To find the number of fans not wearing hats out of the total 300 fans:
0.64 x 300 = 192 fans
Therefore, you would expect 192 fans at the baseball game to not be wearing baseball hats. Thank you for pointing out the mistake.