There is a number in the box [ ] such that [ ], 24, 9, 12 are in proportion. The number in the box is 18.
Let us assume the missing number be ‘P’,
Then, P, 24, 9, 12
P: 24 = 9: 12
P/24 = 9/12
9/12 is further simplified by dividing both numerator and denominator by ¾.
So, P/24 = 3//4
P = (3 × 24)/4
P = 72/4
P = 18
Therefore, the missing number is 18.