SRCC GBO Sample Paper 2026

According to the first statement, A and B must be opposite each other for C and D to be equivalent to both A and B. 

Since A and B are already adjacent to each other, the other pairs must not be adjacent to each other. It is also given that E is second to the left of A , and F has to be second to the right of A.

There is only one possible arrangement for C and D that satisfies the condition of adjacent letters not being opposite each other. This can be given by the figure below,

The only pairs from the options that are opposite to each other are C and E.

Hence, the correct answer is option D.

According to the first statement, A and B must be opposite each other for C and D to be equivalent to both A and B.

Since A and B are already adjacent to each other, the other pairs must not be adjacent to each other. It is also given that E is second to the left of A , and F has to be second to the right of A.

There is only one possible arrangement for C and D that satisfies the condition of adjacent letters not being opposite each other. This can be given by the figure below,

P _ _ _ _ _ _ _ _ _ _ _ _ Q or Q _ _ _ _ _ _ _ _ _ _ _ _ P

A _ _ _ _ _ _ _ _ D _ _ _ _ Q or D _ _ _ _ Q  _ _ _ A

We are told that F is sitting 6th from the right of A and also 7th from the left end.

A _ _ _ _ _ F _ _ _ _ _ _ 

From this, we can infer that 13 is from the left end. So, the first arrangement of  ADQ (A _ _ _ _ _ _ _ _ D _ _ _ _ Q) is not possible.

D _ _ _ _ Q _ _ _ A _ _ _ _ _ F _ _ _ _ _ _ 

Now, we have two cases.

i) D _ _ _ _ Q _ _ _ A _ _ _ _ _ F _ _ P _ _ _
ii) P _ _ _ _ _ _ _D _ _ _ _ Q _ _ _ A _ _ _ _ _ F _ _ _ _ _ _ 

We are told that H is sitting third to the left of P. In case i, F is sitting third to the left of P. So, only case 2 is possible.

We are told that there are 13 members to the left of P. 

Now the total number of people is 13+30  = 43

The series follows the pattern: abbcddeffghhijj

The first segment: a (1x), b (2x), c (1x), d (2x), e (1x) and so on.

Correct answer: 3) b d e h i j

Angle = [(11 / 2) M - 30 H]

SInce the hour hand at 12, we put H = 0.

Let's find the value of M. 90 = (11/2)M

M = 180/11 = 16.36

16 min 21sec

Minutes and hours hand will be $$90^o$$ far when the angle between the is $$270^o$$.

270 = (11/2)M

M = 49.09

This is 49 min 5sec

The man's paternal grandfather's only son would be the man's father. And the girl in the photograph is the daughter of the man's father. So, she the man will be her brother.

Each alphabet is paired with the other alphabet which make the sum to 27.

Using this logic BKMP:YPNK.

N $ 7 k Q & t ∞ 1 f J 3 x Z 8 ≠ L w ¥ # V 9 t ± ∑ P 2 r € D 0 @ Y b π 5 n T ! g R 6 v %

There are 9 letters that are followed by symbols.

Let's figure out the number of days between 15 Aug, 2019, and Jan 1st, 2025.

Let's find the number of days from 15 Aug 2019 to Jan 1st 2020.

Aug - 16, Sept - 30, Oct - 31, Nov - 30, Dec - 31. Their sum is 138. 

2020 - 366

2021 - 365

2022 - 365

2023 - 365

2024 - 366

2025 - 1

The sum of these days = 1828.

Total 138+1828 = 1966 odd days.

1966% 7 = 6.

Six days back to Wednesday will be Thursday

So, the day is Thursday.

648

Sum of digits is 18. Product of digits is 192. These two is not describing the relation. Let's try number of factors.

648 = $$2^3*3^4$$

Number of factors = 4*5 = 20

This is correct.

Number of factors for 16 = 5.