Question

sum of two different positive integers is 11 and the sum of their squares is 61

Answer 1

Answer:

Let two integers x and y

Step-by-step explanation:

sum of two integers = x+y= 11....... (i)

sum of their square = x Sq + y sq =61.... (ii )

from (i ) x= 11 - y

then x put in second (11-y) sq +y sq = 61

= 11 Sq + y Sq - 22y = 61

121+y Sq - 22 y - 61 =0

= Y sq -22 y + 60