Examples of 'prime factorization' in a sentence
Meaning of "prime factorization"
prime factorization: the process of breaking down a positive integer into its smallest prime factors. It involves determining the prime numbers that can be multiplied together to obtain the original number
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- The factorization of a positive integer into its constituent prime numbers
How to use "prime factorization" in a sentence
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prime factorization
Prime factorization can be used to reduce fractions.
Gödel used a system based on prime factorization.
Examples of prime factorization using repeated division.
Therefore t must have a unique prime factorization.
As the prime factorization of a number is always unique.
This activity is effective in introducing prime factorization.
The prime factorization of a number is unique.
Answer the following questions on prime factorization.
List the prime factorization for each number.
No two numbers share a prime factorization.
You can use prime factorization to reduce fractions.
Its strength relies on the hardness of prime factorization.
Finding the prime factorization of each of the terms.
This can be done easily by prime factorization.
It turns out that prime factorization is a fundamentally hard problem.
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The number of factors of bn is given using its prime factorization.
Find the prime factorization of each of the two numbers.
Given in terms of the prime factorization of n.
That prime factorization is difficult.
Find out using prime factorization.
Prime factorization splits a number into its prime number factors.
Let us look at finding the prime factorization of a number.
The prime signature of a number is the multiset of exponents of its prime factorization.
How to find the prime factorization.
Ask student to explain the differences in related terms like factorization and prime factorization.
Both methods lead us to the prime factorization of sixty.
Prime factorization is a particular calculation that a quantum computer can perform faster than a classical computer.
So let us take their prime factorization.
We now use the prime factorization to simplify the rational expression.
We will go ahead and write the prime factorization of this.
Prime factorization of an integer Factorization.
Now compare this to prime factorization.
The fundamental theorem of arithmetic says that every positive integer has a single unique prime factorization.
Examples of monomials in prime factorization form.
What is the prime factorization of the following monomials?
The unique key for each lock would be its prime factorization.
Or you could look at the prime factorization of both of these numbers.
An equidigital number has the same number of digits as its prime factorization.
Let us do the prime factorization.
So let us return to the first problem, difficulty of prime factorization.
Each center i had the prime factorization of n i as part of its secret information.
Then let us use the factor tree method and find the prime factorization here.
And we are done with our prime factorization because now we have all prime numbers here.
It 's strength is relies on a hardness of prime factorization.
Every number 's prime factorization is unique.
Like how did you know that, do the prime factorization.
In contrast, the prime factorization only includes prime factors.
By the fundamental theorem of arithmetic, every positive integer has a unique prime factorization.
Hence This is prime factorization.
If these integers are further restricted to prime numbers, the process is called prime factorization.
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Effective safeguarding of prime movers and transmissions
The prime minister would not tell me
Examples of using Factorization
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Factorization is widely believed to be a computationally hard problem
You need to work on factorization a little more
Prime factorization can be used to reduce fractions
