FAQ – FlowZenHub
Find clear answers about the Pomodoro Technique and the Compound Interest Calculator. Use the category filter or search by keyword.
What is the Pomodoro Technique?
It is a time management method that divides work into focus blocks interspersed with breaks. The classic format is 25/5, but it can be adjusted.
What is the ideal duration of a Pomodoro?
Generally 25 min focus and 5 min break. After 3–5 cycles, take a long break (15–30 min). For deep work, try 50/10.
Who created the technique?
Francesco Cirillo, in the late 1980s, using a kitchen timer shaped like a tomato (“pomodoro”).
How to use tasks with Pomodoro?
List short tasks, select one per cycle, avoid switching focus, mark as completed and review at the end.
Should I restart the cycle if interrupted?
Ideally yes. The block is indivisible. If interruption is urgent, log it, resolve it and start a new Pomodoro.
How to avoid digital distractions?
Mute notifications, close irrelevant tabs, use Do Not Disturb and keep the phone out of sight.
Is Pomodoro good for studying?
Yes. Helps maintain rhythm, alternate reading, notes and review. Use breaks to consolidate and avoid fatigue.
How to adapt for dense reading?
Try 50/10 or 45/10. During the break, get up and do short breathing to recover focus.
Does it work in remote work?
Yes. Combine focus windows with the team and an emergency channel. Avoid meetings during cycles.
How to estimate tasks with Pomodoro?
Use the number of cycles as unit of effort. Review daily the deviation between estimated and actual.
What if I always overrun the time?
Reduce scope and go to 50/10 only if necessary. Train smaller and iterative estimates.
What if I feel exhausted?
Stretch, hydrate and anticipate a long break. Adjust cadence and prioritize quality rest .
What does the compound interest calculator do?
It projects the growth of your money considering interest on interest, with or without monthly deposits, showing final amount, total interest and month-by-month evolution.
Which fields do I need to fill in?
Enter initial amount, monthly deposit (optional), rate (%), period and the unit (month or year). Then click Calculate.
Is the rate monthly or yearly?
You choose in the selector next to the rate field. The calculator converts to the correct periodicity before projecting.
How are monthly deposits treated?
By default, deposits are considered at the end of each period (ordinary annuity). To simulate at the beginning of the period, slightly increase the rate or add one period to the total.
Can I simulate withdrawals?
Yes. Use a negative monthly deposit (e.g., -200) to represent recurring withdrawals.
What if I skip deposits in some months?
Do separate simulations (with and without deposit) and add the results, or set deposit to 0 in the desired months and recalculate.
Does the calculator consider taxes and fees?
No. To approximate, reduce the net rate (e.g., gross rate − taxes − fees) before calculating.
How to simulate inflation?
Use real rate: approx. real ≈ (1 + nominal_rate) / (1 + inflation) − 1. Ex.: 12% p.a. with 6% inflation → ~5.66% p.a.
Can I use a negative rate?
Yes. Negative rates simulate losses or deflation scenarios; the amount decreases over time.
Does currency change the result?
Currency only changes the format/icon. There is no automatic conversion.
What is the difference between simple and compound interest?
In simple interest, interest is applied only to the initial amount. In compound, each interest added also earns returns.
Which capitalization periodicity is used?
The periodicity follows your choice of rate (month or year). When switching, the calculator makes the equivalence before projecting.
Do the numbers match cent by cent?
The displayed values may have rounding for readability. For auditing, use more decimals or export the full table.
Is there a limit of periods?
Very long periods with high rates may generate large numbers and slowness. If that occurs, reduce the rate or split the simulation.
How to convert annual rate to monthly (or vice versa)?
Compound equivalence: i_month = (1 + i_year)^(1/12) − 1; i_year = (1 + i_month)^(12) − 1.
Are my data saved?
The calculation is done in your browser. We do not send values to servers. Use the button Clear to remove the fields.