SSC Stenographer Practice Test - 4 - SSC Stenographer MCQ

As fast mode of 'Walk' is 'Run' in the same way fast mode of 'Breeze' is 'Wind'.

J – Though this might seem like a fact, it is at best an opinion. Furthermore, the person making the statement has said ‘I believe’.
F – This is a verifiable fact.
I – Raman’s asking a lot of questions (Fact) leads to him understanding the class concepts better than others (Inference).
I – Taking the CLAT online (Fact) may or may not lead to an increase in the number of aspirants taking the CLAT (Inference).

Months: Mar, Apr,  May,  June,  July,  Aug,  Sept, Oct
Odd days: 3,  2, 3,  2, 3, 3, 2, 3 
Total 21 odd days 
21/7 = 0
So, November will start with the same day.

Hands are pointing in opposite directions. It means hands are 180° apart or they are 30 minutes apart.
Required time = (5x + 30) × 12/11 minutes past x

In 1 hour, the first clock turns 62 minutes and the second 56 minutes. This implies that for every 56 minutes of the second clock, the first clock gains 6 minutes.
'The second clock shows 10 p.m.' means that it runs for 14 hours.
In this time, the first clock gains = 90 minutes.
So, the time will be 11:30 p.m.

From 5:00 a.m. today to 10:00 p.m. on the 5th day, there are a total of (24 × 4 + 17) hours.
So, the clock has gained 4 x 16 minutes + ((17/24) x 16) minutes = 75.333 minutes = 75 minutes (approx.)
Thus, the clock has gained 1 hour 15 minutes.
Hence, if the clock is displaying 10:00 p.m, then the correct time must be 1 hour 15 minutes before 10:00 p.m. i.e. 8:45 p.m.

As Microphone makes sound louder similarly Microscope makes the object magnified.

As magnet has poles similarly battery has terminals.

As Ornithologist is a specialist of Birds similarly Archealogist is a specialist of Archealogy.

As 24:60 = (2/5)

Similarly, (120/300) = (2/5)

As, 61 = (4)³ - 3

    121 = (5)³ - 4

and 337 = (7)³ - 6

Therefore, ? = (6)³ - 5 = 211

At sunrise morning begins, similarly at sunset night begins.

All the terms given in the question are cereals and gram is also one of the cereals.

The synonym of arid, parched and droughty is dry.

As 'Flower' is made from 'Bud' similarly 'Fruit' is made from 'Flower'.

To solve the inequality 6x - 7 > 5, we need to isolate x on one side of the inequality sign. Here are the steps:
1. Add 7 to both sides of the inequality:
6x - 7 + 7 > 5 + 7
6x > 12
2. Divide both sides of the inequality by 6:
6x/6 > 12/6
x > 2
Therefore, the solution to the inequality 6x - 7 > 5 is x > 2. This means that x is greater than 2. Therefore, the correct answer to the question is D: x > 2

12(x) >30

=> x>30/12 

=> x>2.5

=>x=3 

Numbers obtained in three throws are 3, 5 and 6.
Let the number obtained in fourth throw be x.
Now, Sum > 20
=> 5 + 3 + 6 + x > 20
=> 14 + x > 20
=> x > 20 – 14
=> x > 6 (no one wins)

Given : A + B = C + D

⇒ A - D = C - B ----- (i)

Also, it is given that A + D > B + C ----- (ii)

Subtracting (i) from (ii), we get :

D > B

Therefore, B > D is definitely wrong.

Hence, option 4 is the correct answer.

According to given information:

Statements: S = R ≥ Q ≤ P ; N ≤ P ; M < N

Combine the statement: S = R ≥ Q ≤ P  ≥ N > M

Here, S is equal to R which is greater than or equal to Q which is less than or equal to P which is greater than or equal to N which is greater than M.

Conclusions:

I. M < S → False (As S = R ≥ Q ≤ P ; N ≤ P ; M < N → there is no direct relation between M and S. So, conclusion I is false)

II. M ≥ S → False (As S = R ≥ Q ≤ P ; N ≤ P ; M < N → there is no direct relation between M and S. So, conclusion II is false)

Here, both conclusions I and II form a complementary pair as both have the same element i.e. M and S and all the three symbols (<, =, >) are present between M and S.

Hence, Either I or II follows.

Hence, "Option d" is the correct answer.

(i) 5x + 2 > 3x - 1 or 2x > -3

(ii) 3x + 1 > 7x - 4

At x = 0 inequality is not satisfied. Thus option (d) is rejected. 
x = –1 and x = 15 are the roots of the quadratic equation. Thus, option (c) is correct. 

The common part is x ≥ 0, y ≥ 0, 2x + 3y ≤ 12.

Total = 19