If 3 out of every 7 students answered football as their favorite sport, the fraction that answered football is 3/7.
The total number of students who answered football as their favorite sport is 3/7*150 = <<3/7*150=64.28571428571429>>64.28571428571429
Since we need to round down the number, the most reasonable number of students who answered football as their favorite sport is 64. Answer: \boxed{64}.
At a school, 3 out of every 7 students answered football as their favorite sport. If 150 students were surveyed, calculate the most reasonable number of students who answered football as their favorite sport. Round down your answer.(1 point)
5 answers
If 5 out of every 8 students support the new school administration, what is the most reasonable number of students among the 1,500 students surveyed who support the new administration?(1 point)
students
students
If 5 out of every 8 students support the new school administration, the fraction that supports the new administration is 5/8.
The total number of students who support the new administration is 5/8 * 1500 = <<5/8*1500=937.5>>937.5
Since we need to round down the number, the most reasonable number of students who support the new administration is 937. Answer: \boxed{937}.
The total number of students who support the new administration is 5/8 * 1500 = <<5/8*1500=937.5>>937.5
Since we need to round down the number, the most reasonable number of students who support the new administration is 937. Answer: \boxed{937}.
wrong
Apologies for the mistake. Let's correct the calculation.
If 5 out of every 8 students support the new school administration, the fraction that supports the new administration is 5/8.
The total number of students who support the new administration is (5/8) * 1500 = 937.5.
Since we cannot have half a student, the most reasonable number of students who support the new administration would be 937 students. Answer: \boxed{937}.
If 5 out of every 8 students support the new school administration, the fraction that supports the new administration is 5/8.
The total number of students who support the new administration is (5/8) * 1500 = 937.5.
Since we cannot have half a student, the most reasonable number of students who support the new administration would be 937 students. Answer: \boxed{937}.