Getting to know another person is a pain. It always feels so awkward at first. It almost seems that this is a curse of human race – having to break the ice with other people. Why is it this way? In fact, there is a developed theory that specifically talks about this phenomenon and how do people interact with each other even before they actually start talking. It’s called an uncertainty reduction theory, and o boy, is it an interesting one.
A person who came up with uncertainty reduction theory is called Charles Berger. With his friend Richard Calabrese, they developed this theory about human communication that specifically studied how we interact with one another before the start of an actual communication. Now, at first it sounds silly, doesn’t it? How can we interact with other people before the start of an actual communication? However, this is not as unreasonable as one might think. In fact, we usually start our interaction way before the words come out of our mouths. The more we communicate, the more the uncertainty goes away and the more quickly strangers become friend. At study.com there is a great article on this particular topic.
Uncertainty can also be looked at scientifically. For example, scientists have to always deal with uncertainty in measurements. In real world, we can never really say that the results of an experiments are completely exact. We always can be just a little bit wrong, because our instruments and observations can never be fully perfect. This is why we always need to account for uncertainty. How to calculate uncertainties? To do this we will need to look a little bit deeper into math. Of course, we can always use an online uncertainty calculator, but it’s not always the most reliable way. The most reliable way is to study how to do an absolute and relative error calculations. To find an absolute uncertainty simply use an absolute uncertainty formula – that the measure result and subtract the accepted one. What’s left will be the absolute error. In order to calculate relative uncertainty, take an absolute one and divide it over the magnitude of measurements. That’s basically it!
When dealing with uncertainty, both mathematical as well as communicational, simply remember that we always need to work hard in order to reduce it as much as possible. Try to make sure that you’re always working in that direction – and the result will not make you wait.
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