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Any situation numbers are used.

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Q: What real life situations are prime numbers used?
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Related questions

A graph of pairs of numbers that represent real-life situations It is a way to analyze the relationship between two quantities?

A coordinate graph is a graph of pairs of numbers that represent real-life situations.


What is the purpose of prime factorization?

well the purpose of prime factorization is to see what divides into a number and to help kids/adults with real life situations.


What real life situations might greater numbers be used?

i dont know or care


What are pairs of numbers that represent real-life situations?

scatter plots, you see show this information.


What is the importance of the real number system in our daily life?

There are many situations where integers are simply not enough. However, "real numbers" are mainly of theoretical importance; for most practical situations, numbers that have a limited number of decimals work quite well.


How do you use prime numbers in real life?

Data encryption, used for personal identification numbers (PINs) and for secure communications over the internet are based on very large prime numbers.


Where do you use prime factorization in real life?

In finding the LCM or HCF of two or more numbers


How are positive numbers used in real life situations?

The measurement of a length of an object is always a positive number.


How are real numbers used to describe real-world situations?

popo


How is prime factorization used in real life situations?

none that I know of... except maybe cycling your brain to stay awake whilst driving.


What real-life situations are prime numbers used?

Large prime numbers are used in encryption. The larger the primes, the better the encryption. Typically each of two people will provide a prime; you need to know both prime numbers to decrypt. A program is used to calculate the values to be sent. The message is sent along with the product of the primes (sender's prime * receiver's prime). Since the number will be large it is difficult to crack (again, larger the better). To decrypt you have to know both prime numbers. Knowing one and the product makes it easy (just divide). If you only have the product, decrypting can be very time-consuming as you are forced to find the factors of the number


Is 333.6666666666667 a prime number?

The concepts of "prime numbers" and "composite numbers" make sense for integers (whole numbers), not for arbitrary real numbers.