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The 60 Days Rapid Revision (RaRe) Series is IASbaba’s Flagship Initiative recommended by Toppers and loved by the aspirants’ community every year.
It is the most comprehensive program which will help you complete the syllabus, revise and practice tests on a daily basis. The Programme on a daily basis includes
Daily Prelims MCQs from Static (Monday – Saturday)
Daily Current Affairs MCQs (Monday – Saturday)
Daily CSAT Quiz (Monday – Friday)
Note – Daily Test of 20 static questions, 5 current affairs, and 5 CSAT questions. (30 Prelims Questions) in QUIZ FORMAT will be updated on a daily basis.
To Know More about 60 Days Rapid Revision (RaRe) Series – CLICK HERE
60 Day Rapid Revision (RaRe) Series Schedule – CLICK HERE
60 Day Rapid Revision (RaRe) Series Questions & Solutions DAY 13– CLICK HERE
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The following Test is based on the syllabus of 60 Days Plan-2023 for UPSC IAS Prelims 2022.
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Consider the following statements:
Which of the statements given above is/are incorrect?
Solution (d)
Explanation:
Solution (d)
Explanation:
Consider the following pairs:
How many pairs given above is/are correctly matched?
Solution (c)
Explanation:
Solution (c)
Explanation:
which of the following statements with regard to the election of the president of India is/are correct?
Choose the correct answer using the code given below:
Solution (c)
Explanation:
Solution (c)
Explanation:
Which of the following provisions is related to 69th constitution amendment act?
Solution (b)
Explanation:
Solution (b)
Explanation:
Consider the following statements:
Which of the statements given above are correct?
Solution (a)
Explanation:
Solution (a)
Explanation:
Consider the following statements:
Which of the above given statements is/ are correct?
Solution: (c)
Explanation:
Solution: (c)
Explanation:
Consider the following statements:
Which of the statements given above are incorrect?
Solution (d)
Explanation:
Solution (d)
Explanation:
Which of the following statements is/are incorrect?
Choose the correct option:
Solution (c)
Explanation:
Solution (c)
Explanation:
consider the following statements:
Which of the above statements is/ are correct?
Solution (c)
Explanation:
Solution (c)
Explanation:
Who needs to give approval for extending supreme court bench to other places of India?
Solution (c)
Explanation:
Solution (c)
Explanation:
” He is one of the vice-presidents of India. He is the first and only vice-president to serve during the terms of three presidents. He is the longest serving vice-president of India”.
The above given para is talking about:
Solution (c)
Explanation:
Solution (c)
Explanation:
The nomination of a candidate for election to the office of Vice-President must be subscribed by at least:
Solution: (c)
Explanation:
Solution: (c)
Explanation:
Consider the following statements.
Which of the statements given above are true?
Solution (b)
Explanation:
Solution (b)
Explanation:
Which of the following statements is/are incorrect.
Choose the answer using the code given below:
Solution (d)
Explanation:
Solution (d)
Explanation:
Which of the following constitution amendments were made for the reservation of seats for the admission of citizens belonging to schedule caste and schedule tribes and other backward classes in the educational institution?
Solution (b)
Explanation:
Solution (b)
Explanation:
Consider the following statements:
Arrange the above in a descending order:
Solution (d)
Explanation:
Solution (d)
Explanation:
Consider the following statements:
Which of the above statements is/are correct?
Solution (a)
Explanation:
Solution (a)
Explanation:
Consider the following statements:
Which of the above statements is/are incorrect?
Solution(c)
Explanation:
Demerits of parliamentary form of government:.
Demerits of presidential form of government:
Solution(c)
Explanation:
Demerits of parliamentary form of government:.
Demerits of presidential form of government:
Which of the following are some of the landmark PIL cases in India?
Select the correct answer using the codes below.
Solution (d)
Explanation:
Solution (d)
Explanation:
Consider the following statements about the current status of the union territory of Jammu Kashmir and Ladakh:
Choose the correct answer using the code given below:
Solution (c)
Explanation:
Solution (c)
Explanation:
Consider the following statements about Indo-Pacific Economic Framework for Prosperity (IPEF)
Choose the INCORRECT statements:
Solution (d)
Explanation:
Source: CLICK HERE
Solution (d)
Explanation:
Source: CLICK HERE
Consider the following statements
Select the correct statement(s)
Solution (a)
Explanation:
Source: CLICK HERE
Solution (a)
Explanation:
Source: CLICK HERE
Shumang Leela festival, a traditional form of theatre is celebrated in?
Solution (b)
Explanation:
Source: CLICK HERE
Solution (b)
Explanation:
Source: CLICK HERE
Consider the following statements about Martand Temple
Choose the correct statements:
Solution (d)
Explanation:
Source: CLICK HERE
Solution (d)
Explanation:
Source: CLICK HERE
Which among the following is/are found at Mohenjodaro?
Choose the correct code:
Solution (d)
Explanation:
Mohenjodaro (Mound of Dead) was excavated by R.D Banerjee in 1922
Important Findings are – Great bath, Granary, Bronze dancing girl, Seal of Pasupathi Mahadeva,
Source: CLICK HERE
Solution (d)
Explanation:
Mohenjodaro (Mound of Dead) was excavated by R.D Banerjee in 1922
Important Findings are – Great bath, Granary, Bronze dancing girl, Seal of Pasupathi Mahadeva,
Source: CLICK HERE
John takes twice as much time as Jack to finish a job. Jack and Jim together take one-
thirds of the time to finish the job than John takes working alone. Moreover, in order to
finish the job, John takes three days more than that taken by three of them working
together. In how many days will Jim finish the job working alone?
Solution (a)
John = x units/day
Jack = 2x units/day
Jim = x units/day (1/3rd of John does = 3x units, out of which jack does 2x)
Total = 4x units/day
John’s time taken = x(n+3) = 4x × n
Then n = 1 day for 4x units
For x units, Jim will take 4 days
Solution (a)
John = x units/day
Jack = 2x units/day
Jim = x units/day (1/3rd of John does = 3x units, out of which jack does 2x)
Total = 4x units/day
John’s time taken = x(n+3) = 4x × n
Then n = 1 day for 4x units
For x units, Jim will take 4 days
150 workers were engaged to finish a job in a certain number of days. 4 workers
dropped out on second day, 4 more workers dropped out on third day and so on. It took 8
more days to finish the work. Find the number of days in which the work was completed.
Solution (c)
Let x be the number of days in which 150 workers finish the work.
According to the given information, 150x = 150 + 146 + 142 + …. (x + 8) terms
The series 150 + 146 + 142 + …. (x + 8) terms is an A.P. with first term 150, common
difference –4 and number of terms as (x + 8)
On solving, we get x = 17
Therefore, originally, the number of days in which the work was completed is 17.
Thus, required number of days = (17 + 8) = 25 days
Solution (c)
Let x be the number of days in which 150 workers finish the work.
According to the given information, 150x = 150 + 146 + 142 + …. (x + 8) terms
The series 150 + 146 + 142 + …. (x + 8) terms is an A.P. with first term 150, common
difference –4 and number of terms as (x + 8)
On solving, we get x = 17
Therefore, originally, the number of days in which the work was completed is 17.
Thus, required number of days = (17 + 8) = 25 days
2 women and 5 men can together finish an embroidery work in 4 days, while 3
women and 6 men can finish it in 3 days. Find the time taken by 1 woman alone to finish the
work.
Solution (a)
Let the number of days taken by a woman and a man be x and y respectively.
Therefore, work done by a woman in 1 day = 1/x
Work done by a man in 1 day = 1/y
According to the question,
-> 4[(2/x) + (5/y)] = 1
->2/x + 5/y = 1/4 -> (1)
-> 3[(3/x) + (6/y) = 1
-> 3/x + 6/y = 1/3-> (2)
On solving both equations 1 and 2, we get x = 18 days and y = 36 days
Hence, number of days taken by a woman = 18
Solution (a)
Let the number of days taken by a woman and a man be x and y respectively.
Therefore, work done by a woman in 1 day = 1/x
Work done by a man in 1 day = 1/y
According to the question,
-> 4[(2/x) + (5/y)] = 1
->2/x + 5/y = 1/4 -> (1)
-> 3[(3/x) + (6/y) = 1
-> 3/x + 6/y = 1/3-> (2)
On solving both equations 1 and 2, we get x = 18 days and y = 36 days
Hence, number of days taken by a woman = 18
A can complete a piece of work in 18 days, B in 20 days and C in 30 days, B and C
together start the work and forced to leave after 2 days. What is the time taken by A alone
to complete the remaining work?
Solution (a)
(B+C)’s 2 day’s work = 2*(1/20+1/30) = 2*(3+2/60) = 1/6 part.
Remaining work = 1-1/6 = 5/6 part
A’s one day’s work = 1/18 part
Time taken to complete the work = (5/6) / (1/18) days
Hence, Time taken to complete the work = (5/6)*18 = 15 days.
Solution (a)
(B+C)’s 2 day’s work = 2*(1/20+1/30) = 2*(3+2/60) = 1/6 part.
Remaining work = 1-1/6 = 5/6 part
A’s one day’s work = 1/18 part
Time taken to complete the work = (5/6) / (1/18) days
Hence, Time taken to complete the work = (5/6)*18 = 15 days.
Read the following passage and answer the items that follow. Your answer to these
items should be based on the passages only
Passage
At this stage of civilisation, when many nations are brought in to close and vital contact for good and evil, it is essential, as never before, that their gross ignorance of one another
should be diminished, that they should begin to understand a little of one another’s historical experience and resulting mentality. It is the fault of the English to expect the people of other countries to react as they do, to political and international situations. Our genuine goodwill and good intentions are often brought to nothing, because we expect other people to be like us. This would be corrected if we knew the history, not necessarily in detail but in broad outlines, of the social and political conditions which have given to each nation its present character.
As per the passage, The need for a greater understanding between nations
Solution (a)
Refer to, “…it is essential, as never before, that their gross ignorance of one another should be diminished, that they should begin to understand a little of one another's historical experience and resulting mentality.” This statement makes it clear that option a is the correct answer
Solution (a)
Refer to, “…it is essential, as never before, that their gross ignorance of one another should be diminished, that they should begin to understand a little of one another's historical experience and resulting mentality.” This statement makes it clear that option a is the correct answer
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IASbaba