1.

Find two consecutive odd natural numbers whose product is 323

Answer»

LET the number be 'N';

then the consequetive odd number will be(n+2);

give;

PRODUCT is 323;

n*(n+2)=323;

n^2=2n-323=0;

n=17 or n=-19(not valid since NATURAL number)

THEREFORE;

the two numbers are 17,19


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