Punjab Police SI Paper 2 Mock Test - 2 - Punjab Police SI MCQ

66 in this 6+6 = 12
57 in this 5+7 = 12
48 in this 4+8 = 12
39 in this 3+9 = 12

The pattern is:

(a*1) + 1, (a*2) + 2, (a*3) + 3, (a*4) + 4, (a*5) + 5

So, missing term = 112 x 5 + 5 = 565.

2*3 = 6
6*3 = 18
18*3 = 54
54*3 = 162

Pattern  is (1³ – 1) ; (2³ – 2) ; (3³ – 3) and so on.
Hence last term will be (5³ – 5) = 120. 

1st term = 3
2nd term = 3 + 9 = 12
3rd term = 12 + 15 = 27
4th term = 27 + 21 = 48
5th term = 48 + 27 = 75
6th term = 75 + 33 = 108

Thus, the missing term is 7th term = 103 + 39 = 147

Clearly, the given series consists of prime numbers starting from 2. The prime number after 11 is 13.

Thus, the missing number is 13.

If you cannot clear the CAT unless you are hardworking, then if you are not hardworking you cannot clear the CAT. So, (iv) follows (iii) logically Correct option is (d) 

The correct order is :

The correct order is :

MeasureMarkCutTailorPut on43152

The correct order is :

PressureRainFloodProtectRelief24513

According to the question,
Rama > Rani, Rani < Ratna, Ratna > Rama
and Ratna > Padma > Rama
On arranging the above data, we get
∴ Ratna > Padma > Rama > Rani
So, Ratna scored the highest.

According to question,
A's weight is twice as much as of B.
1. A = 2B.
B's weight is four and half times as much as of C.
2. B = 4.5C
C's weight is half times as much as of D.
3. C = D/2.
D's weight is half as much as of E.
4. D = E/2.
E weight is less than A but more than C.
5. A > E > C
from 1 and 2
6. A = 2B = 9C
from 6 and 3
7. A = 2B = 9C = 4.5D
from 7 and 4
8. A = 2B = 9C = 4.5D = 2.25E
so from 8 and 5
A > B > E > D > C
So lightest in weight is C.

Mohan has secured more marks than Suresh in the terminal examination. Suresh’s rank is seventh from top among.
According to question,
Mohan rank will definitely better than Suresh which can be either 1, 2, 3, 4, 5, 6.

According to question,
A's weight is twice as much as of B.
1. A = 2B.
B's weight is four and half times as much as of C.
2. B = 4.5C
C's weight is half times as much as of D.
3. C = D/2.
D's weight is half as much as of E.
4. D = E/2.
E weight is less than A but more than C.
5. A > E > C
from 1 and 2
6. A = 2B = 9C
from 6 and 3
7. A = 2B = 9C = 4.5D
from 7 and 4
8. A = 2B = 9C = 4.5D = 2.25E
so from 8 and 5
A > B > E > D > C

So A is the heaviest in the weight.

(2)³ + (1)³ + (3)³ = 36

and (0)³ + (4)³ + (3)³ = 91

Therefore, (4)³ + (2)³ + (1)³ = 73.

(4)² + (2)² + (1)² = 21

and (5)² + (3)² + (8)² = 98

Therefore (6)² + (7)² + (3)² = 94.

(Top number × Bottom number) ÷ (Left number × Right number) gives the middle number.
Missing number = (22 × 6) ÷ (3 × 11) = 132 ÷ 33 = 4

(12 + 18 + 30)/10 = 6

(16 + 24 + 40)/10 = 8

Similarly, (45 + 18 + 27)/10 = 9.

From the common explanation, we can see that the gym is in the south east direction of the park.
Hence, Option D is correct.
Common Explanation:
References:
Ishu was standing in a park.
She walked 6m towards the east and turned right and walked 3m.
Then she turned left and walked 6m to reach the mall.
Now, she turned right and walked 4m and again turned right and walked 3m to reach the gym.
After some time, she turned left and walked 3m and turned right and walked 9m to reach his school.
Inferences:
From the above statement, we get the final figure below:

We can solve this problem using the Pythagorean theorem.

First, let's break down Ayush's movements:
1. He walks 100m south.
2. He turns left (which means he is now facing east) and walks 200m.
3. He turns right (which means he is now facing south again) and walks 500m.

Now, let's determine his horizontal (east-west) and vertical (north-south) displacements.

Horizontal displacement:
Ayush only moved horizontally during step 2, where he walked 200m east. Therefore, his total horizontal displacement is 200m.

Vertical displacement:
Ayush moved vertically during steps 1 and 3. In step 1, he walked 100m south, and in step 3, he walked 500m south. Therefore, his total vertical displacement is 100m + 500m = 600m.

Now we can use the Pythagorean theorem to calculate the distance between his starting point (his house) and his final position:

Distance = √(horizontal displacement^2 + vertical displacement^2)
Distance = √(200m^2 + 600m^2)
Distance = √(40,000m^2 + 360,000m^2)
Distance = √(400,000m^2)
Distance = 200√10m

So the correct answer is 3 (200√10m).

Checking Statement I:
Using the above references, we get the following arrangement:

Since there is no information about the position of Bhanu so we cannot find the person who sits on the immediate right of Bhanu.

Hence, data in statement I alone is not sufficient.
Checking Statement II:
Using the above references, we get the following arrangement:

Clearly, Prakash sits on the immediate right of Bhanu.

Hence, data in statement II alone is sufficient.

Hence, Option B is correct.

Checking Statement I:

Using the above references, we get the following arrangement:

Kamal > Rohit > Priya/Johny > Suresh > Tinku

Clearly Kamal is the oldest among all.

Hence data in statement I is sufficient to answer the question.

Checking Statement II:

Using the above references, we get the following arrangement

Kamal > Priya > Suresh > Johny > Tinku > Rohit

Clearly Kamal is the oldest among all.

Hence data in statement II is sufficient to answer the question.

Here, the data in either Statement I or II alone is sufficient to answer the question.

Hence, Option C is correct.

From Statement I:

From this statement, we get the following ranking.

Person in the row = 8 persons + Akansha + 4 persons + Rhea + 7 persons + Harshita + 8 persons

So, we get that Rhea is 17th from the bottom in the class.

Clearly, Statement I alone is sufficient to answer the question.

From Statement II:

From this statement, we get the following ranking.

Person in the row = 11 persons + Yamini + 13 persons + Rhea + 4 persons

So, we get that Rhea is 5th from the bottom in the class.

Clearly, Statement II alone is sufficient to answer the question.

Clearly, Either Statement I or Statement II alone is sufficient to answer the question.

Hence, option C is the correct answer.

(5 + 4 + 7)/2 = 8

(6 + 9 + 5)/2 = 10

(3 + 7 + 2)/2 = 6.

915 - 364 = 551

and 789 - 543 = 246

Similarly, 863 - 241 = 622.