Question

show that the square of any positive
untergene is of the form 5q,5q+1,5q+4
for some integec q using Euclid's
diuisim lemma​

Answer 1

Step-by-step explanation:

GIVEN THAT,

5q+5q+1,5q+4

R=1,2,3,4

R=0=5q+0

=5q

5q

r=1=5q+1

r=(5q+1)²

r=25q²+1²+2.5q.1

r=25q²+1+10q

r=5(5²)+5(2q)+1

r=5q+1

r=2=(5q+4)²

r=25q²+2.5q.2+16

r=5(5q)²+20q+16

r=5(5q)²+5(4q)+5(3)+1

r=5q+4

I HOPE U MAY UNDERSTAND