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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: 590, 615, 651, 711, 795, 927
Series II: 64, 164, 285, 510, 546, 770
Series III: 18, 25.5, 40.5, 63, 93, 131
If the correct number of the series (i), (ii), and (iii) are represented as (X, Y, and Z) respectively, then which of the following equations is/are not correct?
I. (X - Z) + 5 = Y - 152 + 2
II. (252 - Y) = (X + Z) - 785
III. Z + 300 - (X + Y) = 940
Only I
Only II
Only I and III
Only III
None of the above
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