# How Can A Computer Make A Random Decision?

## How do you make a truly random decision?

For you to make a random decision, you would have to have an infinite context (which is practically impossible), or have no ability to determine an outcome in any context before it happens (but most people have some ability to put a situation in context to make a determiniation), or have no explaination of the outcome

## Can humans make random decisions?

The results suggest that humans can generate random numbers that are uniformly distributed, independent of one another and unpredictable. It is possible that humans use their random -generating neural machinery to make difficult decisions in which all expected outcomes are similar.

## How do you generate a random number?

For PRNGs in general, those rules revolve around the following:

1. Accept some initial input number, that is a seed or key.
2. Apply that seed in a sequence of mathematical operations to generate the result.
3. Use that resulting random number as the seed for the next iteration.
4. Repeat the process to emulate randomness.
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## Is random actually random?

Often random numbers can be used to speed up algorithms. But it turns out some – even most – computer- generated “random” numbers aren’t actually random. They can follow subtle patterns that can be observed over long periods of time, or over many instances of generating random numbers.

## Why is RNG not random?

Most RNGs are based on a numerical system that ranges from 1 to 100. They are what we call ‘pseudo-random’ numbers.” The pattern can be made incredibly complex and difficult to identify, but at the end of the day RNG isn’t really random at all.

## What is random number example?

Random numbers are important in statistical analysis and probability theory. The most common set from which random numbers are derived is the set of single-digit decimal numbers {0, 1, 2, 3, 4, 5, 6, 7, 8, 9}. The task of generating random digits from this set is not trivial.

## How does randomness influence decision making?

Randomness Errors Decisions can become impaired when we try to create meaning out of random events. Decision makers who are controlled by their superstitions can find it difficult or impossible to change routines or objectively process new information.

## Is the brain random?

Let me say it right away, yes the brain does, in fact, generate randomness! The human brain does not do as well as a computer when asked to generate true random numbers. Randomness in the brain means something different – it is born from neurons that spike spontaneously or as a response to stimuli.

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## Can a computer ever be random?

Computers can generate truly random numbers by observing some outside data, like mouse movements or fan noise, which is not predictable, and creating data from it. Other times, they generate “pseudorandom” numbers by using an algorithm so the results appear random, even though they aren’t.

## What is the most picked number between 1 and 10?

The most popular picks are in fact 69, 77 and 7 (in descending order). It’s well known amongst purveyors of conjuring tricks and the like that if you ask people to pick a number between 1 and 10, far more people choose 7 than any other number.

## What number does random org pick the most?

What is the most common random number? The most random two-digit number is 37, When groups of people are polled to pick a “random number between 1 and 100”, the most commonly chosen number is 37. The Answer to the Ultimate Question of Life, the Universe, and Everything (“what is 6 times 9”, correct in base 13).

## How do you generate random uniform numbers?

The inversion method relies on the principle that continuous cumulative distribution functions (cdfs) range uniformly over the open interval (0,1). If u is a uniform random number on (0,1), then x = F – 1 ( u ) generates a random number x from any continuous distribution with the specified cdf F.

## Is 17 the most random number?

The short answer is that 17 is the most random number.

## What is truly random?

In a very liberal sense, random is just something that is unpredictable. A fair coin toss, then, is sufficiently random. The problem comes in when you try to apply a more strict definition of random; perhaps an event is truly random when the probability of the possible outcomes is equal.

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## What does truly random mean?

A thing is truly random if no-one relevant can predict it. A thing is perfectly random if no-one in any context can predict it.