Mr. Brokaw's class has 60 students, 1/4 of the students needed help for an upcoming test. If Mr. Brokaw equally divides the students that need help into 5 small groups, how many students are in each group?(1 point)
The number of students who needed help is 1/4*60=<<1/4*60=15>>15 students.
The number of students in each small group is 15/5=<<15/5=3>>3 students. Answer: \boxed{3}.
To find the number of students in each group, we need to first determine the number of students that needed help.
Given that 1/4 of the students needed help, we can calculate:
Number of students that needed help = (1/4) * 60
Simplifying this equation, we have:
Number of students that needed help = 60/4
Number of students that needed help = 15
Now we need to divide the students that needed help equally into 5 small groups. To find the number of students in each group, we divide the total number of students that needed help by the number of small groups:
Number of students in each group = Number of students that needed help / Number of small groups
Substituting the given values, we have:
Number of students in each group = 15 / 5
Number of students in each group = 3
Therefore, there are 3 students in each group.
To find the number of students in each group, we need to divide the total number of students who need help by the number of small groups.
First, let's calculate the number of students who need help. Since 1/4 of the class needs help, we can find this by multiplying the total number of students by 1/4:
Number of students who need help = (1/4) * 60
= 60/4
= 15
Now, we divide the number of students who need help by the number of small groups:
Number of students in each group = Number of students who need help / Number of small groups
= 15 / 5
= 3
Therefore, there are 3 students in each small group.