To solve the problem, let's analyze the constraints and derive a sequence in which the girls can be served:
Therefore, the sequence that satisfies all constraints is: Either Jyoti - Mohita - Radha - Neena or Mohita - Jyoti - Radha - Neena. Thus, the compulsorily true statement is that Radha will be served third.
The rectangle represents a set of calculations that are common across all the given equations. Identify the calculations involved and solve the fourth equation on the same basis:
$7 \blacksquare 4 = 27/4$
$6 \blacksquare 1 = 5$
$4 \blacksquare 3 = 11/3$
$a \blacksquare b = ?$
The rectangle represents a set of calculations that are common across all the given equations. Identify the calculations involved and solve the fourth equation on the same basis:
$7 \blacksquare 4 = 27/4$
$6 \blacksquare 1 = 5$
$4 \blacksquare 3 = 11/3$
$a \blacksquare b = ?$