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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 29– 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 regarding the evolution of mobile networks over the various generations
Which of the following statements is correct?
Solution: (c)
Explanation:
The evolution of mobile networks over the various generations
Solution: (c)
Explanation:
The evolution of mobile networks over the various generations
Consider the following statements about DarkNet
Which of the following statements is correct?
Solution: (b)
Explanation:
Solution: (b)
Explanation:
Consider the following statements
Which of the following statements is correct?
Solution: (a)
Explanation:
Solution: (a)
Explanation:
Consider the following statements about the advantages of End-to-End Encryption
Which of the following statements is correct?
Solution: (c)
Explanation:
Solution: (c)
Explanation:
Consider the following statements about the National Supercomputing Mission
Choose the correct code:
Solution: (d)
Explanation:
Solution: (d)
Explanation:
Consider the following statements about the Internet of Things (IoT)
Which of the following statements is correct?
Solution: (d)
Explanation:
Solution: (d)
Explanation:
Consider the following statements about Big Data
Choose the correct code:
Solution: (d)
Explanation:
Hence statement 2 is incorrect .
Solution: (d)
Explanation:
Hence statement 2 is incorrect .
Consider the following statements
Which of the following statements is correct?
Solution: (c)
Explanation:
Solution: (c)
Explanation:
Consider the following statements regarding blockchain
Choose the correct code:
Solution: (a)
Explanation:
Solution: (a)
Explanation:
Consider the following statements regarding the Global Cybersecurity Index (GCI)
Choose the correct code:
Solution: (c)
Explanation:
Solution: (c)
Explanation:
Consider the following statements
Choose the correct code:
Solution: (d)
Explanation:
Solution: (d)
Explanation:
Consider the following statements about quantum computing
Choose the correct code:
Solution: (b)
Explanation:
Solution: (b)
Explanation:
Consider the following statements about Web 3.0
Choose the correct code:
Solution: (d)
Explanation:
Solution: (d)
Explanation:
Consider the following statements about Organic Light Emitting Diode (OLED) and Quantum Dots Light Emitting Diode (QLED)
Choose the correct code:
Solution: (b)
Explanation:
Solution: (b)
Explanation:
Consider the following statements about Light Fidelity (LiFi) Technology
Choose the incorrect code:
Solution: (d)
Explanation:
Here the question asks to find an ‘incorrect’ code.
Solution: (d)
Explanation:
Here the question asks to find an ‘incorrect’ code.
Consider the following
Malware types | Names |
1. Ransomware | BadRabbit |
2. Worm | Morris |
3. Bots | Zeus |
4. Virus | Mirai |
How many pairs are correctly matched?
Solution: (b)
Explanation:
Solution: (b)
Explanation:
Consider the following statements about Bluebugging
Choose the correct code:
Solution: (c)
Explanation:
Solution: (c)
Explanation:
Consider the following statements
Choose the correct code:
Solution: (d)
Explanation:
Solution: (d)
Explanation:
Consider the following statements
Choose the correct code:
Solution: (c)
Explanation:
Solution: (c)
Explanation:
Consider the following statements about Optical Fibre
Choose the correct code:
Solution: (b)
Explanation:
Solution: (b)
Explanation:
Consider the following statements with respect to ‘Dynamic Ground Water Resource Assessment 2022’
Select the correct statement(s)
Solution (b)
Explanation:
Source: CLICK HERE
Solution (b)
Explanation:
Source: CLICK HERE
Consider the following statements with respect to ‘E-waste (management) rules 2022’
Choose the correct answer using the code given below
Solution (b)
Explanation:
Source: CLICK HERE
Solution (b)
Explanation:
Source: CLICK HERE
With reference to ‘Forest and Climate Leaders’ Partnership (FCLP)’, consider the following statements
Select the INCORRECT statement(s)
Solution (b)
Explanation:
Source: CLICK HERE
Solution (b)
Explanation:
Source: CLICK HERE
In which one of the following groups are all the four countries members of East Asia Summit?
Solution (c)
The members of EAS are Australia, Brunei, Cambodia, China, India, Indonesia, Japan, Laos, Malaysia, Myanmar, New Zealand, Philippines, Russia, Singapore, South Korea, Thailand, United States, Vietnam.
Source: CLICK HERE
Solution (c)
The members of EAS are Australia, Brunei, Cambodia, China, India, Indonesia, Japan, Laos, Malaysia, Myanmar, New Zealand, Philippines, Russia, Singapore, South Korea, Thailand, United States, Vietnam.
Source: CLICK HERE
Consider the following statements with respect to the Carbon Border Adjustment Tax
Choose the correct answer using the code given below
Solution (b)
Explanation:
Source: CLICK HERE
Solution (b)
Explanation:
Source: CLICK HERE
A and B playing a game with rolling a fare dice, one after the other replacing it every time till one of them gets a six. If A begins the game, then the probability that A wins the game is
Solution (c)
Explanation:
P (A wins in his first roll)
= 1/6
P (A does not win in his first roll
AND B does not win in his first roll
AND A wins in his second roll
= (5/6)*(5/6)*(1/6)
P (A does not win in his first roll
AND B does not win in his first roll
AND A does not win in his second roll
AND B does not win in his second roll
AND A wins in his third roll
= (5/6)*(5/6)*(5/6)*(5/6)*(1/6)
So, on
Required probability
(1/6+5/6*5/6*1/6+5/6*5/6*5/6*5/6*1/6+……)
(1/6)/1-((5/6)*(5/6))
= 2/3
Solution (c)
Explanation:
P (A wins in his first roll)
= 1/6
P (A does not win in his first roll
AND B does not win in his first roll
AND A wins in his second roll
= (5/6)*(5/6)*(1/6)
P (A does not win in his first roll
AND B does not win in his first roll
AND A does not win in his second roll
AND B does not win in his second roll
AND A wins in his third roll
= (5/6)*(5/6)*(5/6)*(5/6)*(1/6)
So, on
Required probability
(1/6+5/6*5/6*1/6+5/6*5/6*5/6*5/6*1/6+……)
(1/6)/1-((5/6)*(5/6))
= 2/3
Two numbers x and y are chosen at random from the set of first 30 natural numbers. The probability that x^2 – y^2 is divisible by 3 is
Solution (c)
Explanation:
Out of 30 numbers 2 numbers can be chosen in 30C2 ways.
So, exhaustive number of cases = 30C2 = 435
Since x^2 – y^2 is divisible by 3 if either x and y are divisible by 3 or non of x and y is divisible by 3.
Thus, the favourable numbers, of cases = 10C2 + 20C2 = 235
∴ required probability 235/435 = 47/87
Solution (c)
Explanation:
Out of 30 numbers 2 numbers can be chosen in 30C2 ways.
So, exhaustive number of cases = 30C2 = 435
Since x^2 – y^2 is divisible by 3 if either x and y are divisible by 3 or non of x and y is divisible by 3.
Thus, the favourable numbers, of cases = 10C2 + 20C2 = 235
∴ required probability 235/435 = 47/87
A die is thrown twice. What is the probability that
Choose the correct answers
Solution (b)
Explanation:
Total number of outcomes when die is thrown twice = 6 × 6 = 36.
(i) Number of possible outcomes when 5 will come up either time = (5, 1), (5, 2), (5, 3), (5, 4), (5, 5), (5, 6), (1, 5), (2, 5), (3, 5), (4, 5), (6, 5) = 11
Probability that 5 will come up either time = Number of possible outcomes/Total number of favourable outcomes = 11/36
The probability that 5 will not come up either time = 1 – 11/36 = 25/36
(ii) Number of possible outcomes when 5 will come up at least once = 11
The probability that 5 comes up at least once = Number of possible outcomes/Total number of favourable outcomes = 11/36
The probability that 5 will not come up either time is 25/36 and the probability that 5 will come up is 11/36.
Solution (b)
Explanation:
Total number of outcomes when die is thrown twice = 6 × 6 = 36.
(i) Number of possible outcomes when 5 will come up either time = (5, 1), (5, 2), (5, 3), (5, 4), (5, 5), (5, 6), (1, 5), (2, 5), (3, 5), (4, 5), (6, 5) = 11
Probability that 5 will come up either time = Number of possible outcomes/Total number of favourable outcomes = 11/36
The probability that 5 will not come up either time = 1 – 11/36 = 25/36
(ii) Number of possible outcomes when 5 will come up at least once = 11
The probability that 5 comes up at least once = Number of possible outcomes/Total number of favourable outcomes = 11/36
The probability that 5 will not come up either time is 25/36 and the probability that 5 will come up is 11/36.
A child has a die whose six faces show the letters as given below:
A | B | C | D | E | A |
The die is thrown once. What is the probability of getting (i) A? (ii) D?
Solution (b)
Explanation:
Total number of outcomes = 6
The probability of getting A and D is 2/6 and 1/6.
Solution (b)
Explanation:
Total number of outcomes = 6
The probability of getting A and D is 2/6 and 1/6.
Read the following passage and answer the items that follow. Your answer to these items should be based on the passages only
Passage
For generations, companies have been selling fair skin to young Indian women, promising better marriage and employment prospects. However, over the last few years, men have become a favoured target audience. This followed the realisation that the Indian alpha male, denied a choice in male-specific grooming products, had been using women’s fairness creams all along. Until the mid-2000s, deodorants and shaving creams were the only grooming products advertised for men. But India’s largest consumer goods companies sensed an opportunity, and launched a slew of fairness products for male consumers.
In India, as in other parts of the world, light skin is the culturally accepted and endorsed form of beauty, and children absorb this message at a young age. According to a 2015 research report by Nielsen, urban Indian men believe that fair skin can improve professional prospects. The cultural pressure to look fair, argues Kiran Khalap, branding expert and founder at communications consultancy Chlorophyll, is something inherent in our society, not manufactured by companies. “And it is certainly not restricted to India: China and Japan have had skin-whitening products for centuries, well before they met Western ‘white’ people,” he said. However, there is a growing awareness among consumers that companies are exploiting their insecurities, and critics have taken some of the biggest fairness brands, and the celebrities who endorse them, to task for their casual discrimination.
Earlier this month, the “Dark is Beautiful” campaign was launched to encourage Indians to embrace a wider definition of beauty. These efforts are slowly making a difference, increasing awareness and encouraging consumers to take pride in their natural skin tones. That means Indian companies will eventually have to change their approach. “My sense is that brands will wake up to the new reality, and you will see propositions reworked around clearer skin (and) glow, rather than pure fairness,” Leo Burnett’s spokesman said.
What is the central idea contained in the passage?
Solution (a)
Explanation:
The passage essentially talks about how we Indians are drawn towards the fairness syndrome and how this stance is changing thanks to the awareness among people that beauty companies are a farce and that natural skin tone is better rather than becoming fair. This is evident in option a.
Option b can be eliminated as it points at men being overtly fond of fairness products leaving the fact that even women obsess over such products.
Option c can be ruled out as it talks only about brand marketing and does not take anything else into consideration.
Option d can be ruled out as there is no inkling towards the brands being frivolous.
Hence, option a is correct.
Solution (a)
Explanation:
The passage essentially talks about how we Indians are drawn towards the fairness syndrome and how this stance is changing thanks to the awareness among people that beauty companies are a farce and that natural skin tone is better rather than becoming fair. This is evident in option a.
Option b can be eliminated as it points at men being overtly fond of fairness products leaving the fact that even women obsess over such products.
Option c can be ruled out as it talks only about brand marketing and does not take anything else into consideration.
Option d can be ruled out as there is no inkling towards the brands being frivolous.
Hence, option a is correct.
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IASbaba