p(n1+n2,2)=90 and p(n1-n2,2)=30, find the value of n1 and n2
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If
m and n
are+ve
integers such that
( m+n) p2= 90 and m- np2 = 30
the number of ordered pairs
(m,n)
Answered by
1
Answer:
pn1+pn2×p2=90
pn1-pn2×p2=30
30(pn1+pn2×p2)=90(pn1-pn2×p2)
30pn+60pn×30p2=90pn-180pn×90p2
90pn×30p2=-90pn×90p2
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