Question: Symbolically, n is composite > E E positive integers r and s , if n = r s then either r = 1 and s

Symbolically,
n is composite >
EE positive integers r and s, if n=rs then either r=1 and s=n or r=n and s=1
AA positive integers r and s such that n=rs and AArsn=rsr=1s=nr=ns=1EErsn=rs11 and 11
AA positive integers r and s,ifn=rs then either r=1 and s=norr=n and s=1
EE positive integers r and s such that n=rs and 1 and 11 and 1
AA positive integers r and s,ifn=rs then either r=1 and s=norr=n and s=1
EE positive integers r and s such that n=rs and 1 and 1
 Symbolically, n is composite > EE positive integers r and s,

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