Question

In: Statistics and Probability

Find the GCD (5796852, 4585268) using the Euclidian Algorithm..

Find the GCD (5796852, 4585268) using the Euclidian Algorithm..

Solutions

Expert Solution

Dear student,
I am waiting for your feedback. I have given my 100% to solve your queries. If you are satisfied by my given answer please help me out by giving thumbs up.
  
Thank You!!!

orchestra answered 2 years ago
Next > < Previous

Related Solutions

Find the GCD (5796852, 4585268) using the Euclidian Algorithm..
Find the GCD (5796852, 4585268) using the Euclidian Algorithm..
NUMBER THEORY 1.Use the Euclidian algorithm to calculate the GCD of 1160718174 and 316258250. 2.Use Fermat’s...
NUMBER THEORY 1.Use the Euclidian algorithm to calculate the GCD of 1160718174 and 316258250. 2.Use Fermat’s Little Theorem to solve for x^86 ≡ 6 (mod 29).
a. Using the Euclidean Algorithm and Extended Euclidean Algorithm, show that gcd(99; 5) = 1 and...
a. Using the Euclidean Algorithm and Extended Euclidean Algorithm, show that gcd(99; 5) = 1 and find integers s1 and t1 such that 5s1 + 99t1 = 1. [Hint: You should find that 5(20) + 99(?1) = 1] b. Solve the congruence 5x 17 (mod 99) c. Using the Chinese Remainder Theorem, solve the congruence x 3 (mod 5) x 42 (mod 99) d. Using the Chinese Remainder Theorem, solve the congruence x 3 (mod 5) x 6 (mod 9)...
Use the Euclidean algorithm to find the GCD of 3 + 9i and 7-i
Use the Euclidean algorithm to find the GCD of 3 + 9i and 7-i
find a linear combination for gcd(259,313). use extended euclidean algorithm. what is inverse of 259 in...
find a linear combination for gcd(259,313). use extended euclidean algorithm. what is inverse of 259 in z subscript 313? what is inverse of 313 in z subscript 259?
All necessary steps much show for these problems, please. Use the Euclidean algorithm to find gcd(12345,...
All necessary steps much show for these problems, please. Use the Euclidean algorithm to find gcd(12345, 54321). Write gcd(2420, 70) as a linear combination of 2420 and 70. The work to obtain the gcd is provided. 2420 = 34(70) + 40 70 = 1(40) + 30 40 = 1(30) + 10 30 = 3(10) + 0 Determine if 1177 is prime or not. If it is not, then write 1177 as a product of primes Find gcd(8370, 465) by unique...
*NUMBER THEORY* 1.Find all the possible solutions for the following diphantine equations by using the euclidian...
*NUMBER THEORY* 1.Find all the possible solutions for the following diphantine equations by using the euclidian algorithim. You must show all the process to get credit. a.           3x + 5y = 7 b.           3x − 12y = 7 c.           1990x − 173y = 11 d.           21x + 48y = 6 e.           2x + 3y + 5z = 11
We also discussed the use of the Extended Euclidian algorithm to calculate modular inverses. Use this...
We also discussed the use of the Extended Euclidian algorithm to calculate modular inverses. Use this algorithm to compute the following values. Show all of the steps involved. 9570-1(mod 12935) 550-1 (mod 1769)
Sample Execution : ** Recursive Euclidean Algorithm to calculate GCD ** Type a positive integer for...
Sample Execution : ** Recursive Euclidean Algorithm to calculate GCD ** Type a positive integer for A: -2 Sorry, you must enter a positive integer (>0). Please try again. ** Recursive Euclidean Algorithm to calculate GCD ** Type a positive integer for A: 35 Type a positive integer for B: 63 The GCD is 7 Write a MIPS assembly program that prompts the user for 2 positive integers (>0). Then it uses the Recursive Euclidean Algorithm to calculate GCD (the...
Problem 1. Using prime factorization, find gcd(900, 140) and lcm(900, 140).
Problem 1. Using prime factorization, find gcd(900, 140) and lcm(900, 140).
ADVERTISEMENT
Subjects
ADVERTISEMENT
Latest Questions
ADVERTISEMENT