Question

The sum of square of three consecutive odd numbers is 251 the numbers are

Answer 1

Let smallest consecutive odd number be x then the others will be X + 2 and X + 4

X^2+ (X + 2 )^2+( X + 4)^2 =251

Solve and you will get the answer

x=-11 or 7 both could be right because both are odd

HOPE YOU FIND THIS USEFUL!!!!!

Answer 2

Answer:

answer is mentioned in the image solution .

Step-by-step explanation:

Given :- sum of square of the three consecutive odd numbers is 251 .

To find :- those numbers .

Solution :-

let the 3 consecutive odd numbers be , n , n+2 , n+ 4 .

given , $n^2 + (n+2)^2 +(n+4)^2 = 251$

follow the image solution .

#SPJ2