which of the following are pair of co-prime numbers options 1. 8,14 2. 4,5 3. 17,19 4. 27,15
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In number theory, Co-prime numbers are those numbers if the only positive factor that divides them is 1.
In number theory, Co-prime numbers are those numbers if the only positive factor that divides them is 1.Here,
In number theory, Co-prime numbers are those numbers if the only positive factor that divides them is 1.Here,Option A: (17,15) Factor that divides both of them is 1.
In number theory, Co-prime numbers are those numbers if the only positive factor that divides them is 1.Here,Option A: (17,15) Factor that divides both of them is 1.Option B: (10,16) Factors that divides both oh them are 1,2.
In number theory, Co-prime numbers are those numbers if the only positive factor that divides them is 1.Here,Option A: (17,15) Factor that divides both of them is 1.Option B: (10,16) Factors that divides both oh them are 1,2.Option C: (20,24) Factors that divide both of them are 1,2,4.
In number theory, Co-prime numbers are those numbers if the only positive factor that divides them is 1.Here,Option A: (17,15) Factor that divides both of them is 1.Option B: (10,16) Factors that divides both oh them are 1,2.Option C: (20,24) Factors that divide both of them are 1,2,4.Option C: (31,62) Factors that divide both oh them are 1,31.
In number theory, Co-prime numbers are those numbers if the only positive factor that divides them is 1.Here,Option A: (17,15) Factor that divides both of them is 1.Option B: (10,16) Factors that divides both oh them are 1,2.Option C: (20,24) Factors that divide both of them are 1,2,4.Option C: (31,62) Factors that divide both oh them are 1,31.In reference to above definition (17,15) are co-prime numbers.
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i think its 2.4 and 15 because they do not have more than 1 common factor
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