Let a and b be non relatively prime positive integers. If there exist integers s and t with as + bt = 11, then O a and b are relatively prime gcd(a, b) = 11 gcd(a, b) = 22 O gcd(a, b) = 3 %3D

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ISBN:9780470458365
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Chapter2: Second-order Linear Odes
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57 min 59 secs
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Let a and b be non relatively
prime positive integers. If
there exist integers s and t
with as + bt = 11, then
a and b are relatively
prime
O gcd(a, b) = 11
O gcd(a, b) = 22
gcd(a, b) = 3
Transcribed Image Text:57 min 59 secs 70 % Let a and b be non relatively prime positive integers. If there exist integers s and t with as + bt = 11, then a and b are relatively prime O gcd(a, b) = 11 O gcd(a, b) = 22 gcd(a, b) = 3
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