Comprehension Passage

Given below there are three number series (I, II, and III). One of the numbers in each series (I, II, and III) is wrong or (odd one out).

Series I: 94, 90, 99, 83, 108, 70

Series II: 216, 216, 324, 648, 1620, 4865

Series III: 624, 528, 440, 361, 288, 224

If the wrong number of series I, II, and III are represented as x, y, and z respectively, then which of the following equations is/are not correct?

I. (x² + z) - y = 20² - 4

II. (y - z) × 2 = x² + 3100

III. (x + y + z) = 72² - 108

Only I

Only II

Only III

Only II and III

Only I and III

If the wrong number of series I, II, and III are represented as x, y, and z respectively, then which of the following equations is/are not correct? I. (x2 + z) - y = 202 - 4 II. (y - z) × 2 = x2 + 3100 III. (x + y + z) = 722 - 108