Name: Nayelhi Nevarez Course: MGF1107 The video helped me understand ''Finding Twin Primes and the Twin Prime''. It’s so easy to resolve each exercise and understand the course material. Thank you for your time, professor!
Perhaps the Twin Prime Conjecture can be proven from inference based on the twin prime counts in the matrices of the “Architecture of the Primes” (see bigprimenumber.com). The matrices are bounded by prime factorials (PF) 6, 30, 210, 2310, 30030, 510510 etc. Matrix 2 is between 6 and 30 and has 2 twin pairs (11/13, 17/19). In Matrix 3, bounded by 30 and 210, we find 10 new twin pairs (41/43, 59/61, 71,73, 101/103, 107/109, 137/139, 149/151, 179/181, 191/193, 197/199). Note that each number is derived by adding a multiple of the lower bound prime factorial 30 to one of the prime numbers (with some exceptions for relatively prime numbers) so 41 + 30 = 71, 11+3*30 = 101, …19+4*30=139 etc. Matrix 4, bounded by 210 and 2310, has 39 additional twin pairs. There are an infinite number of matrices. As the density of twin pairs per matrix is increasing, the number of twin pairs is therefore infinite.
I've found that every midpoint between two primes can be multiplied by a relatively small integer to make another midpoint. That's my guess at how it will be solved
Brittany Knowles MGF1107 Online Understanding that twin primes differ only by two units, the video explained that in more detail for me , all even numbers are divisible by 2 which aren't prime so you only need to check odd numbers
Bianca Montgomery MGF1107 The video helped me understand realize that the difference between twin primes is just two digits, and that's because all even integers are divisible by 2, they cannot be prime.
Melissa Seymour Mgf1107 Online I learned how to find and calculate a pair of twin primes numbers using the square root method from this video. Also checking all odd numbers
Understood the lesson example, I'll be going into my math course prepared for Monday, thank you!
Name: Nayelhi Nevarez
Course: MGF1107
The video helped me understand ''Finding Twin Primes and the Twin Prime''. It’s so easy to resolve each exercise and understand the course material. Thank you for your time, professor!
its really interesting maa'm
greetings from INDIA
Hi from Florida! 😊
@@MzMath hello maa'm
thank you for ur reply
actually im doing my masters in maths and computing so this video help me a lot
3119 is 444th
3121 is 445th
This video being 4:44 made me think of this.
Awesome! Thanks for posting!
Jenniffer Nichols
MGF 1107 MW @ 9:30
Finding Twin Primes
Perhaps the Twin Prime Conjecture can be proven from inference based on the twin prime counts in the matrices of the “Architecture of the Primes” (see bigprimenumber.com). The matrices are bounded by prime factorials (PF) 6, 30, 210, 2310, 30030, 510510 etc. Matrix 2 is between 6 and 30 and has 2 twin pairs (11/13, 17/19). In Matrix 3, bounded by 30 and 210, we find 10 new twin pairs (41/43, 59/61, 71,73, 101/103, 107/109, 137/139, 149/151, 179/181, 191/193, 197/199). Note that each number is derived by adding a multiple of the lower bound prime factorial 30 to one of the prime numbers (with some exceptions for relatively prime numbers) so 41 + 30 = 71, 11+3*30 = 101, …19+4*30=139 etc. Matrix 4, bounded by 210 and 2310, has 39 additional twin pairs. There are an infinite number of matrices. As the density of twin pairs per matrix is increasing, the number of twin pairs is therefore infinite.
Thanks for watching! 👍😁
I've found that every midpoint between two primes can be multiplied by a relatively small integer to make another midpoint. That's my guess at how it will be solved
Nice vid
Thanks!
Brittany Knowles
MGF1107 Online
Understanding that twin primes differ only by two units, the video explained that in more detail for me , all even numbers are divisible by 2 which aren't prime so you only need to check odd numbers
Interesting process
Bianca Montgomery
MGF1107
The video helped me understand realize that the difference between twin primes is just two digits, and that's because all even integers are divisible by 2, they cannot be prime.
BMorisseau
MGF1107 Online
From this video, I learned how to find/calculate a pair of twin primes numbers using the square root method. Thank you.
Name: Valeria M
MGF1107
The video helped me understand that existed so many Pais of twin primes. Thank you :)
Adam Huapaya
MGF1107
This video was very helpful in finding twin primes.
Name: Joseph Versil
Course: MGF1107
I learnt that twin primes are prime numbers that differ by 2.
Melissa Seymour Mgf1107 Online I learned how to find and calculate a pair of twin primes numbers using the square root method from this video. Also checking all odd numbers
Tahij Perkins
Online
Mgf1107
I learned find twin primes