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All necessary steps much show for these problems, please. Use the Euclidean algorithm to find gcd(12345,...

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Advance Math

All necessary steps much show for these problems, please.

  1. Use the Euclidean algorithm to find gcd(12345, 54321).
  2. Write gcd(2420, 70) as a linear combination of 2420 and 70. Thework to obtain the gcd is provided.
    2420 = 34(70) + 40

70 = 1(40) + 30

40 = 1(30) + 10

30 = 3(10) + 0

  1. Determine if 1177 is prime or not. If it is not, then write1177 as a product of primes
  2. Find gcd(8370, 465) by unique factorization into products ofprimes.
  3. Compute ?(39204) if 39204 = 2 ? 3 ? 11 .

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