Hello. This is Nada from Seito Medical School. I want to express business administration using mathematical formulas. For example, there are theories about students' study time. For students, input time is time for studying, and output time is time for solving problems. One thing to keep in mind here is that once words are spoken, they cannot be taken back. Regarding this, I would like to write another article on the theme of turning a crisis into an opportunity.
Well, I don't think there is such a thing as wasted time. Even the time you spend absentmindedly, which may seem like a waste, may be necessary time to clear your head. On top of that, let's make an assumption that, conversely, there is no time to waste. Time spent inputting knowledge is wasting time that could be used to do something.
This is a double waste. In other words, wasted input time increases skill by +0. In other words, there is nothing to be gained. On top of that, time is consumed, so the time becomes -α (minus alpha).
Even if there is time for all inputs, it is divided into time for wasted input and time for necessary input. In other words,
Time for all inputs TI (total input)
= time for wasted inputs nI (not inputs) + time for necessary inputs I (inputs)
,
TI = nI + I = inefficiency
Here, as I mentioned earlier, if the required work time is wt (work time), then
wt = nI
. In this example, wt would solve the problem. Assign wt to nI of TI.
TI = Tw (total working) = wt + I = efficient
. Here, there is also a way of thinking that nI is -nI. Think about why you do it. Using this kind of thinking, it would be possible to replace business administration or liberal arts subjects with mathematical formulas.
Finally, apply actual numbers to explain how wasted input time is doubly wasted.
TI=8
, which means 8 hours of input. Of these, 6 hours are considered necessary input, and 2 hours are considered wasteful input.
TI = nI + I = 2 + 6
Since 2 hours are wasted, the result of work is 6 hours.
Let's turn this wasted input into necessary work time wt.
wt = 2
TI = wt + I = 2 + 6 = 8The
work result is 8 hours, but compared to when the work result was 6 hours, when the work result was 6 hours, the work result was 2 hours. I don't have much time and I wasted 2 hours. That's two hours less, both in terms of work results and wasted time.
The idea here may be a little difficult. It might be a good idea to consider that 2 hours of wasted input will take away 2 hours of your physical strength. I have to rest for another two hours to recover my strength. If we end up with a minus 2 hours instead of zero when we should have added 2 hours, then (-2) + (-2) = -4, and we can say that we have wasted 4 hours. If something that was originally a plus becomes a minus, the portion that can be considered profit will be greatly burdened.
For example, if an employee who used to be an asset at a company becomes a window employee who only receives a salary, then what used to be a plus has now become a minus, resulting in double damage. If this employee were to contribute even just a small amount to the company's sales and make a positive difference, it would no longer be double damage. In other words, it will be a single loss.
In business administration, by expressing things in mathematical formulas like this, we may be able to see things that were previously invisible. Words that come out of your mouth cannot be taken back. I guess I also need to take responsibility for the content of this article. have a nice day. See you soon.
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