Given three series below, each contains one incorrect number. Let the correct numbers replacing the wrong ones in series I, II, and III be a , b , and...

Question

Given three series below, each contains one incorrect number. Let the correct numbers replacing the wrong ones in series I, II, and III be a, b, and c respectively.

Series I: 5, 6, 8, 14, 38, 168, 878, 5918

Series II: 32, 544, 593, 809, 832, 898, 907

Series III: 18, 38, 124, 500, 2504, 15028, 105200

If y is twice the highest root of the quadratic equation

n2cn+(2.5a11)=0,n^2 - cn + (2.5a - 11) = 0,
then which of the following statements is/are true?

Options

A.
(yc)=23(y - c) = 2^3
B.

The value of

by\frac{b}{y}
is greater than 16.

C.

The value of

ay\frac{a}{y}
is an integer.

D.

None of these

E.

Both (a) and (b)

number seriesquadratic equationroot calculationerror correctionreasoning

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