Let the number of students who studying only H be h, only E be e, only H and P but not E be x, only E and P but not H be y
Given only P=0 All three =10; Studying only H and E but notP=20 Given number of students studying H= Number of students studying E =h+x+20+10 =e+y+20+10 h+x=e+y total number of students =74 Therefore, h+x+20+10+e+y=74 h+x+e+y=44 h+x+h+x=44 h+x=22 Therefore, the number of students studying