Options 1 and 2 are both correct:
Total fans at the game = 300
Fans wearing hats = 9
Number of fans not wearing hats = Total fans - Fans wearing hats
= 300 - 9
= 291
So, you would expect 291 fans to NOT be wearing baseball hats.
Option 1 (192) is the closest to 291 as compared to option 2 (108).
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)
Responses
192
192
108
108
96
96
124.
5 answers
not an answer choice
Apologies for the oversight. Let's calculate the correct number of fans who would NOT be wearing baseball hats:
Total fans at the game = 300
Fans wearing hats = 9
Number of fans not wearing hats = Total fans - Fans wearing hats
= 300 - 9
= 291
Therefore, you would expect 291 fans to NOT be wearing baseball hats.
Total fans at the game = 300
Fans wearing hats = 9
Number of fans not wearing hats = Total fans - Fans wearing hats
= 300 - 9
= 291
Therefore, you would expect 291 fans to NOT be wearing baseball hats.
WRONG CHOOSE AGAIN
I apologize for the mistake. Let's correct this:
Total fans at the game = 300
Fans wearing hats = 9
Number of fans not wearing hats = Total fans - Fans wearing hats
= 300 - 9
= 291
Therefore, you would expect 291 fans to NOT be wearing baseball hats.
The correct answer choice from the given options is 192.
Total fans at the game = 300
Fans wearing hats = 9
Number of fans not wearing hats = Total fans - Fans wearing hats
= 300 - 9
= 291
Therefore, you would expect 291 fans to NOT be wearing baseball hats.
The correct answer choice from the given options is 192.