Twenty-One Days, Four Hours Planned, One Hour Done
Arun is in Class 11 and has half-yearly examinations in 21 days. He wants at least 75 marks in every subject. On school days he is in class from 8:30 a.m. to 4:30 p.m., with tuition from 6:00 to 8:00 p.m. on three days. He plans four hours of study every night, but his phone's weekly report shows average screen time of 3 hours 40 minutes, of which 2 hours 10 minutes is short videos. He sleeps around 1:00 a.m. and wakes at 5:30 a.m. He skips breakfast twice a week and often feels drowsy in the third period.
Maths is his weakest subject and five chapters are unrevised. When he sits down for Maths he first colour-codes his notes and rearranges his files, which takes about 40 minutes; he says it "feels productive". Last week he studied Maths for only 2 hours 10 minutes in total. He does not want to give up his two-hour sports practice on Saturday morning.
1. Sort Arun's activities into the four quadrants of the urgent–important (Eisenhower) matrix and state what he should do with each quadrant. Use the details of the case, not general definitions.
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| Urgent | Not urgent | |
|---|---|---|
| Important | Q1: Maths chapters with the exam 21 days away; homework due tomorrow; the class test announced last week. Do now, on a fixed schedule. | Q2: 7–8 hours of sleep; breakfast; steady revision across all five subjects; Saturday sport; health. Schedule it - this is where the 75 marks are actually made. |
| Not important | Q3: WhatsApp replies, class-representative errands, reminders. Batch them into one 10-minute slot after dinner, or delegate. | Q4: 2 h 10 min of short videos; 40 minutes of colour-coding notes. Cap it or cut it. |
Reasoning: the case shows Arun living in Q1 (panic about Maths) and Q4 (videos, note-colouring), while Q2 - sleep, breakfast, planned revision - is starved. Q2 activities are never urgent, so they only happen if they are placed on a timetable. His four-hour study plan fails not because the hours are unavailable but because the highest-value quadrant has no fixed slot, and the default Q4 activity expands to fill whatever time is left.
2. Prepare a realistic seven-day plan for the next week that raises his Maths revision to a defensible level without cutting sleep below seven hours. Give times and explain the reasoning behind each change.
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Fixed frame: lights out 11:00 p.m., wake 6:00 a.m. - exactly 7 hours. Breakfast daily, even if it is only idli and milk.
Daily blocks:
- 6:20–6:40 a.m. - Maths formulae and one worked example from memory (active recall, before the brain is cluttered).
- 8:45–10:30 p.m. - three 25/5 study blocks on school days (105 minutes); phone in another room, alarm clock used instead.
- Saturday: sport 6:00–8:00 a.m. as planned, then 10:00 a.m.–12:00 noon Maths.
- Sunday: 2 hours Maths + a 40-minute timed test on one chapter.
Totals: about 8.75 h on weekdays, 2 h Saturday, 2.5 h Sunday - roughly 13 h, of which about 6 h go to Maths, enough for one chapter every two days with the final week left for past papers.
Reasoning: the plan does not add hours, it moves them. Cutting sleep to 4.5 hours would damage the attention he needs in the third period, so sleep is protected first and study is fitted around it. The phone is removed physically rather than resisted, because the 2 h 10 min of videos is a cue-driven habit, not a decision. Sport stays because it is Q2, and removing it would make the plan feel like a punishment and collapse within a week.
3. Which self-management skill is Arun's colour-coding behaviour hiding, and what specific rule would break the habit?
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The skill deficit is self-regulation, supported by weak self-awareness. Colour-coding is not preparation; it is procrastination disguised as work. It has three properties of avoidance: it is easy, it gives visible output, and it can be justified. Arun genuinely believes he is studying, which is why the problem is self-awareness as much as discipline - he cannot see that the 40 minutes produces no Maths learning.
The underlying discomfort is real: five unrevised chapters and a fear of failing at them. Rearranging files avoids the moment of not being able to solve a problem.
Rule to break it - the "no-stationery start": for the first 25 minutes of every Maths block, only the textbook, one pen and a rough notebook are allowed on the table. No highlighters, no files, no colour coding. He opens the book at a solved example, covers the solution, tries it, then attempts three problems from the exercise. Colour-coding is allowed only in the last five minutes of a Sunday session, as a reward, never as a start.
Supporting changes: a visible timer, a tally of problems attempted rather than minutes spent, and a fixed cue (sit down at 8:45, timer on). Measuring output rather than time removes the loophole that 'feels productive'.