Select the option that will fill in the blank and complete the series.
XII, V, X, ____, VIII, CXXV

Given: XII, V, X, ____, VIII, CXXV

Logic: The given series is represented in the Roman numerals. there is two series in this -

Series: XII (12), V (5), X (10), ____, VIII (8), CXXV (125)

1st series: 12, 10 , 8,6...

XII (12) - 2 = X (10); X(10) - 2 = VIII (8)

2nd series: 5¹= 5 , 5²= 25, 5³= 125 

V (5) $$\times$$ 5 = XXV (25); XXV (25)  5 = CXXV (125)

So, XXV is the missing term in the series.

Thus, the correct answer is (c).