Correct option is B
Given:
(12, 26, 57)
(13, 27, 60)
Logic: Sum of first and second number is divided by 2 and then the result is multiplied by 3 to get third number.
As,
(12, 26, 57)
[(12+26)÷2]×3= [38÷2]×3 = 19×3 = 57
and
(13, 27, 60)
[(13+27)÷2]×3= [40÷2]×3 = 20×3 = 60
Now,
Check option (a). (8, 91, 83)
[(91+8)÷2]×3= [99÷2]×3 ≠83
Here, 99 is perfectly not divisible by 2.
So, its not correct option.
Check option (b). (19, 25, 66)
[(19+25)÷2]×3= [44÷2]×3 = 22×3 = 66
So, its correct option.
Check option (c). (17, 21, 38)
[(17+21)÷2]×3= [38÷2]×3 = 19×3 = 57
So, its not correct option.
Check option (d). (45, 64, 119)
[(45+64)÷2]×3≠119
[109÷2]×3≠119
Here, 109 is perfectly not divisible by 2.
So, its not correct option.
Thus, correct option is (b).