Read the following scenario and answer the TWO questions that follow.
The CEO of the Jamshedpur Tea Factory (JTF) was in a quandary over employees skipping work. It was becoming increasingly difficult for him to identify employees who faked illness to skip work. The work of the employees was complex and intricate, and they had to report to eight supervisors. “Faking illness” made it difficult for JTF to judiciously decide on “Promotion” and “Training” of employees. An employee could only be promoted on the completion of a multi-skilling training program. Further, to be nominated for the training program, an employee must be recommended by a minimum of six supervisors. JTF wanted to promote only sincere and deserving employees.
The CEO was thinking of changing the policy regarding leave, training & promotion.
Which of the following will be the MOST efficient course of action for JTF and yet be fair to the employees?
Which of the following policies will be MOST prone to error while selecting deserving and sincere employees?
Read the following scenario and answer the THREE questions that follow.
Dhan, a poor but enterprising 15-year-old, resided in the world’s largest slum in a metropolitan city, along with her widowed mother. The densely packed slum housed about a million people, mostly in rickety one room tenements, connected by labyrinthine lanes and by-lanes. Dhan’s mother worked intermittently as a daily wager in a small savoury factory. For a 15-year-old, Dhan’s life was hectic. She spends two hours every day in fetching water for the household, packing breakfast and lunch for her mother. In addition, she had to prepare supper. On her mother’s insistence, Dhan also attended an evening bridge school run by an NGO. Dhan’s dream was to provide a comfortable life to her mother and take her family out of poverty. Of late, Dhan observed that the customers to a nearby tea-cum-savoury stall (TCS), were mostly the slum dwellers, who thronged the stall for its low prices and lack of alternatives. Further, Dhan gathered that the TCS could not cater to all of its customers, and the owner still made a neat Rs.800 profit per day. Dhan saw that a probable first step towards her family’s economic independence could be to own her own TCS.
From the following, choose the BEST option that will increase Dhan’s chances of realising her dream of starting a venture?
Within two years of establishment, Dhan’s TCS is not only outcompeting its nearest rivals in the slum but has also earned a goodwill for the quality and taste of its products. Hence, it has become famous within the slum as “Dhan Dhana Dhan” brand. Dhan now aspires to expand the reach of her savouries into the metropolitan region. Dhan wishes to scale up her savoury production from 100 kg to 1000 kg per day while maintaining quality. Dhan realizes that her establishment does not have the space for expansion on its own.
Which of the following options will BEST help Dhan to scale up production with least investment, tightly control quality, and also protect her business interests?
Dhan with her ingenuity finds a way to scale up her production capacity on her own terms. Though Dhan’s TCS has become the famous “Dhan Dhana Dhan” brand within the slum, it is still unknown to the outside world. Thus, Dhan embarks on the next challenge of creating a market for savouries amongst the masses in the metropolitan region.
From the following, choose the BEST option that will help Dhan to sell her products, at the lowest price, to a maximum number of metropolitan customers?
Read the following scenario and answer the THREE questions that follow.
In recent years, complaints of sexual harassment at “Fair Consulting” had increased exponentially. Fair Consulting had a gender-neutral, anti-sexual harassment policy and a committee to adjudicate on complaints. During the hearing of complaints, allegations and counter-allegations would fly thick and fast. This made it difficult for the adjudicating committee to conclusively decide on the complaints.
Fair Consulting was mulling over three interventions to reduce sexual harassment cases in the workplace. They are:
1. Educate employees about the company’s anti-sexual harassment policy
2. Profile employees with a propensity to engage in acts of sexual harassment
3. Discipline sexual offenders
Which of the following options will the employees find LEAST ostracizing?
The CEO of Fair Consulting wanted the adjudicating committee to reduce the number of errors while deciding on sexual harassment complaints. The employees suggested that the committee could do the following to reduce errors in judgment.
1. Listen to the arguments of both the complainant and the accused together
2. Listen to the arguments of both the complainant and the accused separately
3. Involve a member of women’s commission
4. Take the help of a retired judge
5. Hire a forensic expert to verify evidences
From the following, choose the MOST effective sequence that would help the committee to arrive at the right decision.
Of late, the adjudicating committee received a complaint from a junior female consultant. Her immediate boss cracked a bawdy joke about her in the office tuck shop. When the committee probed the alleged misconduct, they identified an independent witness. She agreed to give her testimony to the committee: however, she was unsure if she would like to be identified either by the complainant or the accused. The convenor of the committee was confused about the stance to be taken on the witness’s concern.
Which of the following will be the BEST stance to be taken by the
convenor?
For the following questions answer them individually
Amit has forgotten his 4-digit locker key. He remembers that all the digits are positive integers and are different from each other. Moreover, the fourth digit is the smallest and the maximum value of the first digit is 3. Also, he recalls that if he divides the second digit by the third digit, he gets the first digit.
How many different combinations does Amit have to try for unlocking the locker?
Suppose Haruka has a special key $$\triangle$$ in her caculator called delta key:
Rule 1: If the display shows a one-digit number, pressing delta key $$\triangle$$ replace the displayed number with twice its value.
Rule 2: If the display shows a two-digits number, pressing delta key $$\triangle$$ replace the displayed number with the number sum of two digits.
Suppose Haruka enters the value 1 and then presses delta key $$\triangle$$ repeated.
After pressing the key for 68 times, what will be the displayed number?
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