The sum of two numbers is 14 and their product is 41 .Find the numbers?
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hope this helps u
let one number be x and other be y
condition 1
x+y=14--------(i)
condition 2
xy=41-----------(ii)
from (i)
x= 14-y -------(iii)
sub x = 14-y in eq 2
xy=41
14-y*y=41
14y-y²=41
-y²+14y-41=0
since 41 is a prime number we cannot Factorization further so ur question is wrong
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