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One hundred and fifty students are admitted to a school. They are distributed over three sections \(A\), \(B\) and \(C\). If \(6\) students are shifted from section \(A\) to section \(C\), the sections will have an equal number of students. If \(4\) times of students of \(C\) is equal to the number of students in section \(A\) by the number of students in section \(B\), find the number of students in the three sections.
 
Answer:
 
The number of students in section \(A\) is .
 
The number of students in section \(B\) is .
 
The number of students in section \(C\) is .