SRCC GBO 2024 Question Paper

From statement 1, we know that there is at least some overlap between sheds and caves. From statement 2, we know that all sheds are nests, so the overlap between sheds and caves must also be within the category of nests. Statement 4 confirms that there is an overlap between sheds and dens, but since all sheds are nests, this also implies an overlap between nests and dens.

Conclusion I: Some caves are nests. This conclusion logically follows from the given statements. Since some sheds are caves and all sheds are nests, it's logical to conclude that some caves are nests. So, Conclusion I is true.

Conclusion II: No shed is stable. This conclusion does not logically follow from the given statements. Statement 3 states that only a few nests are stables, but it doesn't exclude the possibility that some sheds might also be stables. Therefore, we cannot conclude that no shed is stable based on the given statements. So, Conclusion II is false.

Therefore, Conclusion I logically follows from the given statements, but Conclusion II does not.

The correct option is A

Here, "SUN RISES IN THE EAST" can be decoded using the rule mentioned below:

First Reverse the order of the word.  "SUN RISES IN THE EAST" => "EAST THE IN RISES SUN"

Now count the number of letters exist in each of the word, and add plus 2 in that. 

Hence, The number corresponds to EAST is (4+2) = 6, and the number of  Corresponds to 'THE' is (3+2) = 5, and so on.

Now, in every word take the last letter of it. Hence 'EAST' can be represented as 6T, and 'THE' can be represented as 5E, and so on.

By this logic, "SUN RISES IN THE EAST" can be decoded as 6T 5E 4N 7S 5N

By the same logic, 'RAM GOES TO SCHOOL' can be written as 'SCHOOL TO GOES RAM' => (6+2)L (2+2)O (4+2)S (3+2)M => 8L 4O 6S 5M

The correct option is A

The number of unmarried literate people are highilted in the below image.

The count is 2003+367=2370

So, statement 1 is not true.

The number of not literate working persons are highlighted in the below picture.

The count is 154+1003+356=1513.

So, statement 2 is correct.

Each term's first letter changes at a difference of 2, 4, and 6.

The second letter is changing at a difference of 1, 2, and 3.

The third letter is changing at a difference of 2, 4, and 5. But it has to be 2, 4, 6.

So, the last term is not in the correct order.

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The bold 2's are the only 2's in the series that are preceded by 9 and followed by an even number.

There are 12 divisions in a clock constituting 360 degree angle, which means that the movement by the hand of the clock in going from one division to the next is $$\frac{360^{\circ\ }}{12}=30^{\circ\ }$$

Our clock hand is going from 9 to 7; the hand would travel from 9 to 12, 3 divisions and then from 12 to 7, 7 more divisions; i.e., in total, the then would travel 10 divisions on the clock, which would make the distance travelled in degrees to be $$30^{\circ\ }\times\ 10=300^{\circ\ }$$

Therefore, Option B is the correct answer. 

Option A:

N is father of T, T is sister of W, W is brother of X, X is daughter of M.

In this case N is husband of M.

Option B:

N is father of T, T is sister of W, W is daughter of X, X is daughter of M.

In this case M is mother in law of N.

Option C:

N is father of T, T is sister of W, W is brother of X, X is sister of M.

In this case N is father of M.

 Option D:

N is son of T, T is sister of W, W is brother of X, X is daughter of M. 

In this case N is grand son of M.

So, only option A is correct.  

We are given that the ranking system is from top to bottom, meaning the lower values are better. 

We are given that Kunal (rank 17) is ahead of Pinki by 6 ranks, which would mean that Pinki's rank is 6 more than Kunal, $$17+6=23$$

we are then given that Pinki (rank 23) is ahead of Balwan by 7 ranks, which would mean that Blawan's rank is 7 more than Pinki, 23+7 = 30

Therefore, Option D is the correct answer. 

The general pattern being followed here is that the nth term is defined as $$n^2+1$$
$$T_1=1+1$$
$$T_2=2^2+1$$
$$T_3=3^2+1$$
$$T_4=4^2+1$$
$$T_5=5^2+1$$

Therefore, the question mark would be best replaced by $$4^2+1=17$$

Hence, Option C is the correct answer. 

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The 5's that are preceded by odd number and not succeeded by odd number are highlighted in bold. There are 5 such 5's.