Let p be a prime number and a be a positive integer. If p divides a
then show that p divides a.
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1
Step-by-step explanation:
given that p is a prime No..
a prime No..is a no. which only divisible
by 1 and the number itself...
so here a should be 1 or the no.itself(p)
Hence p divides a because it is either p/1 or
p/p(that is a)
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