CCI Management Trainee (Accounts) Mock Test - 2 - Agriculture Exams MCQ

The correct answer is ''Because he was a strict and efficient administrator"
Key Points

• The passage states, "He was, no doubt, an iron man in the sense that one could rely on him for strict and efficient administration."
• This means that Sardar Patel was referred to as the 'Iron Man of India' because of his ability to administer with strictness and efficiency.

The other options are not supported by the passage.

The correct answer is 'to an United Kingdom'.

Key Points

• The segment that contains a grammatical error is: to an United Kingdom.
• The error is in the use of the article "an" before "United Kingdom."
• The correct article to use before "United Kingdom" is "the" because "United Kingdom" begins with a consonant sound (/j/), not a vowel sound. Therefore, the correct form should be "to the United Kingdom."
  

Corrected sentence: Roger went to the United Kingdom with his wife to celebrate Christmas.

The correct answer is Option(1) i.e., 'Into; to; between; with'.

Key Points

• "Whispered into his ear" is a precise usage, emphasizing the directionality of whispering directly to someone's ear.
• "A secret meant to be kept between them" correctly identifies that the secret is to remain confidential among the specified parties only.
• "Sealing it with a promise" uses "with" to indicate the method or manner by which the agreement or secret is secured.

Therefore, the complete sentence is She whispered into his ear, a secret meant to be kept between them, sealing it with a promise.

Additional Information

• Option(2) "In; for; among; by" uses "in his ear," which is less specific than "into his ear," and "among" suggests a broader group than just between two.
• Option(3) "Into; for; among; with" similarly misapplies "among," indicating a secret shared within a wider group, which conflicts with the intention.
• Option(4) "To; to; between; with" misuses "to his ear," not capturing the directness of whispering as intended by "into"

The correct answer is 'levelled against'.

Key Points

• The correct option to substitute the underlined segment in the sentence is "levelled against."
• The corrected sentence reads: "Several accusations were levelled against the politician during the heated debate, casting doubt on his credibility and honesty."
• The phrase "levelled against" is idiomatic and widely used in English when accusations or criticisms are directed toward someone. It indicates that the accusations are aimed at or attributed to the person in question.
• The other options, "levelled for" and "level against," do not fit the intended meaning. "Levelled for" doesn't convey the sense of accusations being directed at someone, and "level against" is not a commonly used phrase in this context.
• Therefore, "levelled against" is the most appropriate and commonly accepted phrase to indicate accusations being directed at a person or entity.

• The segment "She’ll do some" is incomplete and lacks the appropriate verb form.
• The correct phrase should be "She’ll be doing some," indicating a continuous action.
• Using "be doing" correctly fits the context of future continuous tense for planned activities.

• Option 1: She can’t come for lunch – This segment is correct; it clearly conveys the inability to attend lunch.
• Option 3: training in the gym – This segment is correct when combined with the appropriate verb form.
• Option 4: with you – This segment is correctly placed and appropriately connected to the first segment.

The correct answer is- Stickler.

Key Points

• Let's look at the meaning of the marked option:
  • Stickler- a person who insists on a certain quality or type of behavior (एक व्यक्ति जो एक निश्चित गुणवत्ता या व्यवहार के प्रकार पर जोर देता है)
• Let's look at the meanings of the other given options:
  • Disciplinarian- a person who believes in or practices firm discipline (एक व्यक्ति जो दृढ़ अनुशासन में विश्वास करता है या अभ्यास करता है)
  • Instantaneous- occurring or done in an instant or instantly (तत्काल या तुरन्त में घटित या किया हुआ)
  • Boaster- a person talking with excessive pride and self-satisfaction (अत्यधिक गर्व और आत्म-संतुष्टि के साथ बात करने वाला व्यक्ति)
• Hence, from the given meanings, we find that Stickler is the correct one-word substitute.

Given Statements:
No river is a sea.
Some rivers are lakes.
All rivers are ponds.
The least possible Venn diagram for the given statement is:

Conclusions:
I. I. Some lakes are seas - False (Because, No definite relation given between lakes and seas, so it can be possible).
II. Some ponds are seas - False (Because, No definite relation given between ponds and seas, so it can be possible).
III. Some lakes are ponds - True (Because, some river are lakes and all rivers are ponds, so, the part of lakes which is river is also ponds).
So, Only conclusion III follows

Hence, the correct answer is "Option 3".

Statements:
All windows are doors.
All buildings are doors.
All doors are boats.
The least possible Venn diagram for the given statements is as follows:

Conclusions:
I. All windows are boats → True (because → True (because all windows are doors and all doors are boats so all windows are also boats)
II. All buildings are boats → True (because all buildings are doors and all doors are boats so all buildings are also boats)
III. Some boats are doors → True (because all doors are boats So some boats are also doors)
Hence, "All follow" is the correct answer.

The logic follows here is:

Hence, the correct answer is "RFA".

Given:
35% candidates failed in one subject
42% failed in another subject
15% failed in both subjects
2500 candidates had appeared in that exam
Calculation:
Candidates failed in one subject = 35% of 2500
=
= 875
Candidates failed in another subject = 42% of 2500
=
= 1050
Candidates failed in both subjects = 15% of 2500
=
= 375
Candidates passed in one subject = (875 - 375) + (1050 - 375)
= 500 + 675
= 1175
Answer is 1175.

Shortcut Trick

here we have to find the number of students who have passed in either of the subjects.
hence 20(in 1st subject) + 27(in 2nd subject) have failed in either of the subject,
Note: fail in any subject (but not in both) will be the same as pass in any subject (but not in both).
We can say that,
Paas in only one subject: 35 - 15 = 20
and pass in only other subject: 42 - 15 = 27
⇒ 20 + 27 = 47 (have passed in either of the subject)
According to the question,
⇒ 100 units = 2500
⇒ 1 unit = 2500/100 = 25
⇒ 47 × 25 = 1175
Answer is 1175.

Given:

Pipes A and B can fill a tank in 10 hours and x hours respectively.

Pipe C alone can empty the full tank in 15 hours. When all the three pipes are opened simultaneously for 8 hours, 60% of the tank can be filled.

Concept Used:

By Fraction Method

Calculation:

Pipe A fill in the tank in 10 hours

In one hours = 1/10

Pipe B fill in the tank in x hours

In one hours = 1/x

Pipe C alone can empty the full tank in 15 hours.

In one hours = 1/15

When all the three pipes are opened simultaneously for 8 hours, 60% of the tank can be filled.

⇒ (1/10 + 1/x - 1/15)8 = 60/100

⇒ (15x + 150 - 10x)/150x = 60/800

⇒ 90x = 40x + 1200

⇒ 50x = 1200

⇒ x = 24

Total Work is 150x

⇒ 150 × 24 = 3600

B and C together empty two-fifth of the tank

⇒ {3600 × (2/5)}/(10x - 150)

⇒ 1440/90

⇒ 16 hours

∴ 16 hours can pipes B and C together empty two-fifth of the tank.

Given:

Boat cover distance in upstream = 12 km

Boat Cover distance in downstream = 18 km

Total time = 3 hr

Boat cover distance in upstream = 36 km

Boat Cover distance in downstream = 24 km

Total time = 6 (1/2) hr

Formula Used:

(Distance)_upstream/(Speed of boat - speed of river) + (Distance)_downstream /(speed of boat + speed of river) = Total time

Calculation:

Let speed of boat be X and speed of river be Y

According to question,

⇒ 12/(X - Y) + 18/(X + Y) = 3 ----(1)

⇒ 36/(X - Y) + 24/(X + Y) = 13/2 ----(2)

By equation (1) × 3 - equation (2)

⇒ 54/(X + Y) - 24/(X + Y) = 9 - 13/2

⇒ 30/(X + Y) = 5/2

⇒ X + Y = 12 ----(3)

From equation (1)

⇒ 12/(X - Y) + 18/12 = 3

⇒ 12/(X - Y) = 3 - 3/2

⇒ X - Y = (12 × 2)/3

⇒ X - Y = 8 ----(4)

Solve equation (3) and (4)

⇒ 2y = 4

⇒ y =2

∴ Speed of current is 2 km/h.

Given:
8 workers can complete a task in (y + 12) days
15 machines can do the same task in (2y + 6) days
The ratio of the efficiency of a worker to a machine = 3:2
Concept Used:
Total work done = number of workers × efficiency × number of days(or hours)
Calculation:
The work done is the same in both cases so,
⇒ 8 × (y + 12) × 3 = 15 × (2y + 6) × 2
⇒ 24y + 288 = 60y + 180
⇒ 36y = 108
⇒ y = 108/36
⇒ y = 3
So, the work done is 8 × (3+12) × (3) = 360 units
Total efficiency of 6 workers and 3 machines = (6 × 3) + (3 × 2)
⇒ 18 + 6 = 24
So, the number of days taken by 6 workers and 3 machines to complete a work is,
⇒ 360/24 = 15
Hence, the correct answer is 15 days.

Given:

Two fair dice are rolled once.

Concept used:

Probability of an event (event A) occurring, P(A) = F/N

F = Number of ways an event can occur (frequency)

N = Total number of outcomes possible

Calculation:

Total number of outcomes possible, N = 6² = 36

Ways in which the sum of numbers appearing on their tops is odd and at least one die shows a prime number

{(2, 1), (1, 2), (2, 3), (3, 2), (3, 4), (4, 3), (5, 2), (2, 5), (5, 4), (4, 5), (5, 6), (6, 5), (3, 6), (6, 3)}

Number of ways this event can occur, F = 14

Now, the probability that the sum of numbers appearing on their tops is odd and at least one die shows a prime number

⇒ =

∴ The probability that the sum of numbers appearing on their tops is odd and at least one die shows a prime number is .

Given:
X , Y and Z can complete a work in 5 days, 15 days and 30 days, respectively.
Concept used:
Efficiency = (Total work / Total time taken)
Efficiency = work done in a single day
Calculation:
Let total work is 30 units ( Lcm of 5 . 15 and 30 )
The efficiency of X is
⇒ 30 / 5 = 6 unit
Again, the Efficiency of Y is,
⇒ 30 / 15 = 2 unit
Again, the Efficiency of Z is,
⇒ 30 / 30 = 1 unit
Total Efficiency,
⇒ 6 + 2 + 1= 9 unit
Efficiency of Y + Z = 3 units
Total work done in 1st, and 3rd day
⇒ 2 ×( 9+3) = 24 units
Y + Z together does in 2nd and 4 th day is, 3 × 2 = 6 unit
The number of days required is 2 + 2 = 4 days
∴ The correct option is 2

The correct answer is Article 41.Key Points

• Article 41 of the Indian Constitution falls under the Directive Principles of State Policy.
• These principles, although non-justiciable, serve as guidelines or principles that the State (at both the Centre and State levels) should keep in mind while framing laws and policies.
• Article 41 specifically states: "The State shall, within the limits of its economic capacity and development, make effective provision for securing the right to work, to education and to public assistance in cases of unemployment, old age, sickness and disablement, and in other cases of undeserved want."

Additional Information

• ​Article 51: This is part of the Directive Principles of State Policy.
  • It pertains to the State’s duty to foster respect for international law and treaty obligations.
• Article 32: This is part of the Fundamental Rights.
  • It provides the right to Constitutional remedies, which means that a person has the right to move to the Supreme Court (and high courts) for getting his/her Fundamental Rights protected.
• Article 72: This Article deals with the powers of the President of India to grant pardons, etc., and to suspend, remit, or commute sentences in certain cases.

The correct answer is N Gopalaswami.

Important Points

• The Constituent Assembly appointed a Drafting Committee on 29 August 1947 under the chairmanship of Dr. B.R. Ambedakar.
• The draft was prepared by Sir B.N. Rau, Advisor to the Constituent Assembly.
• A Seven member Committee was constituted to examine the draft.
• They were-
  • Alladi Krishnaswami Ayyar,
  • N. Gopalaswami.
  • B.R. Ambedkar (Chairman of the drafting committee.)
  • K.M Munshi.
  • Mohammad Saadulla.
  • B.L. Mitter.
  • D.P . Khaitan

Additional Information

• Dr. B.R. Ambedkar, who was Law Minister as well as chairman of the Drafting Committee piloted the draft in the Assembly.
• Dr. Ambedkar presented “Draft Constitution of India”.
• The “Draft Constitution” was published in February, 1948.
• It was discussed by the Constituent Assembly clause by in its several sessions and was completed by October 17, 1949.
• This discussion was known as the second reading.
• The Constituent Assembly again met on 14 November 1949 to discuss the draft further or to give it a third reading.
• It was finalised on 26 November 1949 after receiving the signature of the President of the Constituent Assembly.
• But it was January 26, 1950 which became the date of commencement of the Constitution.