If p is a prime number and p divided K3, then p divides
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p is a prime number and p divides k³, then p divides. k also
Step-by-step explanation:
p is a prime number hence p has only factor p & 1
p divides k³
=> k³ = pq
as p is prime number
Hence q must have a factor of p² as well
so that cube can be formed
=> k³ = p (p²s)
=> k³ = p³s
=> p³ divides k³
hence p divides k also
This is not true if p is not prime
for example
8 divides 4³ = 64 but 8 can not divided 4.
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