Mains Answer Writing Latest Questions
If 5 workers can complete a task in 10 days, how many days will it take for 10 workers to complete the same task, assuming they work at the same rate?
-
To determine how many days it will take for 10 workers to complete the same task if 5 workers can complete it in 10 days, we can use the concept of work rate. First, let's find the work rate of the workers. If 5 workers can complete the task in 10 days, then the total amount of work can be expressedRead more
To determine how many days it will take for 10 workers to complete the same task if 5 workers can complete it in 10 days, we can use the concept of work rate.
First, let’s find the work rate of the workers.
If 5 workers can complete the task in 10 days, then the total amount of work can be expressed as: Total Work=5 workers×10 days=50 worker-days
This means that 50 worker-days are required to complete the task.
Next, we want to find out how long it will take for 10 workers to complete the same amount of work. Let D be the number of days it takes for 10 workers to complete the task.
We know: 10 workers×D days=50 worker-days
Solving for D: D=10 workers50 worker-days=5 days
So, it will take 10 workers 5 days to complete the task, assuming they work at the same rate.
See less
-
Career counselling is more essential at the secondary level because students are closer to making critical decisions about their future, such as selecting subjects and higher education paths. It helps them make informed choices, understand career opportunities, and prepare for transitions. At the prRead more
Career counselling is more essential at the secondary level because students are closer to making critical decisions about their future, such as selecting subjects and higher education paths. It helps them make informed choices, understand career opportunities, and prepare for transitions. At the primary level, the focus is more on personal development and broad exploration of interests.
However career counselling at the primary level is less common, it can still be beneficial in fostering early awareness of different professions and helping children explore their interests in a broad sense.
See less
How do logical reasoning and problem-solving skills contribute to success in technical aptitude tests?
-
Enhanced Analytical Thinking: Logical reasoning sharpens analytical abilities, enabling individuals to dissect complex problems into manageable components. This process improves comprehension and accelerates problem-solving. Systematic Approach: Strong problem-solving skills foster a methodical apprRead more
- Enhanced Analytical Thinking: Logical reasoning sharpens analytical abilities, enabling individuals to dissect complex problems into manageable components. This process improves comprehension and accelerates problem-solving.
- Systematic Approach: Strong problem-solving skills foster a methodical approach to tackling technical questions. This systematic thinking helps in identifying patterns, applying relevant formulas, and deriving solutions efficiently.
- Error Detection and Correction: Logical reasoning aids in identifying inconsistencies or errors in data and calculations. This skill is crucial in technical tests where precision is paramount.
- Time Management: Effective problem-solving strategies enhance time management by prioritizing tasks and employing shortcuts or heuristics, which is essential in timed technical aptitude tests.
- Adaptability: Logical reasoning equips candidates with the flexibility to adapt to various problem types and scenarios, which is vital for handling the diverse questions typically found in technical assessments.
Summary: Logical reasoning and problem-solving skills are fundamental to excelling in technical aptitude tests. They enhance analytical thinking, promote a systematic approach, assist in error detection, improve time management, and enable adaptability. These skills collectively contribute to more accurate, efficient, and effective performance in technical evaluations.
See less
“By education, I mean an all-round drawing out of the best in the child and man; body, mind, and spirit.”- by M.K Gandhi ,Examine the New Education Policy,2020 in light of the above statement.
-
In this respect, the NEP 2020 has aligned with Gandhi’s vision in that development is Gandhian when it is full bod DEVELOPMENT. It stresses on: -Early Childhood Care & Education (ECCE): From 3-6 years of age, the early years, NEP also put superordinate on learning foundation to build up the bodyRead more
In this respect, the NEP 2020 has aligned with Gandhi’s vision in that development is Gandhian when it is full bod DEVELOPMENT. It stresses on:
-Early Childhood Care & Education (ECCE): From 3-6 years of age, the early years, NEP also put superordinate on learning foundation to build up the body, mind and spirit.
-Multilingualism: While Gandhi insisted that mother tongue instruction preserves and strengthens cultural frameworks, it improves self-esteem.
-Experiential Learning: The focus of NEP on activity based learning, freedom exploration inquiry, creativity and critical thinking shows us that Gandhian also favoured pragmatic education.
-Vocational Training: If the vocational training could be put side-by-side with the academics then the student himself would be ready to face the world as the Gandhiji wanted the people of India to be self-employed and skilled.
Focus on Values: NEP has focused on ethical standards, social purposes and environmental concern another principal of Gandhi’s vision.
Thus, the NEP 2020 attempts to go beyond the mechanical process of cramming and make an effort to realize the desired formation of the product for which Mahatma Gandhi desired; a well-rounded individual.
See less
A ship travels downstream at a speed of 77 km/h and upstream at a speed of 67 km/h. It takes 15 seconds to cross a pole in still water at the same speed. Another small boat in still water takes ...
-
Speeds of the Ship in Still Water and the Stream Let vsv_svs be the speed of the ship in still water and vcv_cvc be the speed of the current. The downstream speed vdv_{d}vd is given by: vd=vs+vc=77 km/hv_{d} = v_s + v_c = 77 \text{ km/h}vd=vs+vc=77 km/h The upstream speed vuv_{u}vu is given bRead more
Speeds of the Ship in Still Water and the Stream
Let vs be the speed of the ship in still water and vc be the speed of the current.
The downstream speed vd is given by: vd=vs+vc=77 km/h
The upstream speed vu is given by: vu=vs−vc=67 km/h
Adding and subtracting these two equations: vs+vc+vs−vc=77+67 2vs=144 vs=72 km/h
vs+vc−(vs−vc)=77−67 2vc=10 vc=5 km/h
Therefore, the speed of the ship in still water is 72 km/h and the speed of the stream is 5 km/h
See less
Sorry it's a private question.
Why is it a challenge to find a job as a fresher ?
-
Many employers prioritize candidates with prior work experience over fresh graduates. There is a large number of graduates competing for a limited number of entry-level positions. Employers seek specific, up-to-date skills that may not be thoroughly covered in traditional education programs. FluctuaRead more
- Many employers prioritize candidates with prior work experience over fresh graduates.
- There is a large number of graduates competing for a limited number of entry-level positions.
- Employers seek specific, up-to-date skills that may not be thoroughly covered in traditional education programs.
- Fluctuating economic conditions can lead to fewer job openings and more conservative hiring practices.
- The shift to remote work has reduced networking opportunities and made it harder to secure internships that provide valuable experience.
- The lingering effects of the pandemic continue to affect job markets and hiring processes, leading to fewer opportunities.
See less