Correct option is B
Logic: first number is cubed and 25 is subtracted in the resultant to get second number.
Let's first analyze the relationship between the numbers in the given pairs:
(4, 39):
Cube of 4: 43=64
Subtract 25: 64-25=39
(5, 100):
Cube of 5: 53=125
Subtract 25: 125-25=100
Now,
Check option A: (6, 192)
Cube of 6: 63=216
Subtract 25: 216−25=191, not 192.
So, this is not correct.
Check option B: (3, 2)
Cube of 3: 33=27
Subtract 25: 27−25=2 This matches,
so this is Correct answer.
Check option C: (9, 684)
Cube of 9: 93=729
Subtract 25: 729−25=704, not 684.
So, this is not correct.
Check option D: (12, 153)
Cube of 12: 123=1728
Subtract 25: 1728−25=1703, not 153.
So, this is not correct.
Thus, correct option is (b).