The General formula for this kind of a problem (or) is
P(Girls or Grade7) = P(Girls) + P(Gr_7) - P(Girls and Grade 7)
P(Girls) = 40/80 Given
P(Gr7) = 36/80 Given
P(G7 and Girls) = 18 / 80 This is also given (sort of) The number of girls is 40 of those 40, 18 of them are in grade 7. So the 18 (for and) are taken over 80, not 40
Substitute
P(girls or Gr7) = 40/80 + 36/80 - 18/80
P(Girls or Gr7) = 76/80 - 18/80
P(Girls or Gr7) = 58 / 80
P(girls or Gr7) = 29/40
All of us are getting B <<<< Answer