asked 154k views
1 vote
To remain a member of student council, a student must attend at least 3/4 of the activities. Joey attends 15 of the activities and remains on the student council. Which inequality represents the total amount of student council activities, a?

To remain a member of student council, a student must attend at least 3/4 of the activities-example-1

2 Answers

2 votes
It is going to be the second answer choice because 15 is greater than or equal to 3/4ths of a 
answered
User SandeepM
by
7.1k points
4 votes

Answer:


(3)/(4)a\leq 15

Explanation:

Here, a be the total amount of student council activities,

Since, a student must attend at least 3/4 of the activities,

Thus, the least number number of activities a student must attend = 3/4 of a


=(3a)/(4)

Given,

Joey attends 15 of the activities to remains on the student council,

Also, his activity must be greater than
(3a)/(4).


\implies (3)/(4)a\leq 15

Which is the required inequality.

answered
User Steve Heim
by
8.4k points
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