Help Please 3: Is the number 29 prime or composite? A. prime B. composite
@Jaynator495 Please Help :3
Any ideas?
try dividing it by primes less than its closest sqrt if no primes divide into it, then itself is prime
I think that it's Prime..
Idk.
29 is a small number, so test the primes less then say 7 to see if they divide into it
\[ 29\div?\]
2,3,5,7 .... its not even, or end in 5 or 0 .. so 3 or 7?
Uh, i'm very sorry but i'm confused
is it divisible by 3 or 7? it is not even so it is not divisible by 2 it does not end in 5 or 0, so it is not divisible by 5 the only primes left to test that could divide into it are 3 and 7 at best test them out
Ok.
A prime number, or prime, is an integer greater than one that has no integral factors other than itself and one.
um, so it's composite?
\[\sqrt{25}<\sqrt{29}<\sqrt{36}\] \[5<\sqrt{29}<6\] since sqrt(29) is no more than 6, then the primes less then 6 are needed to test 2,3,5, and 7 is just a better safe than not is 29 divisible by 2,3,5, or 7?
is 29, divided by 2,3,5, or 7 result in an integer?
Yeah...
what is it divisible by?
i don't know! I'm having trouble with this subject.
A composite number has other integral factors than itself and one. It can be composed of other factors :-)
well, i cant divide it for you ... there are 3 or 4 possible tests to run if you must.
This is another way of saying that prime numbers can only be evenly divisible by 1 and them self.
The answer is B, 29 is prime because no integer greater than 1 and less than 29 will divide into it evenly without a remainder.
Yeah, i figured it out lol.
Good job :-)
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