prove that the square of any positive integer is of the form 4 Q or 4 Cube + 1 for some integer q
Answers
Answered by
2
Let a be any Integer and b = 2.
a=2q+r ,where 0 is less than equal to or less than 2.
r=0,1
when r=0,
a^3=(2m)^3
=4(2m)
=4q
In this process you continue and the question would be proved
a=2q+r ,where 0 is less than equal to or less than 2.
r=0,1
when r=0,
a^3=(2m)^3
=4(2m)
=4q
In this process you continue and the question would be proved
Similar questions