Question

explain how a square is a rectangle,a square ,a quadilateral, and a rhombus

Answer 1

Answer :

We know

properties of square :

1 )The sides of a square are all in the same length.

2 ) The angles of a square are all in the same size and measure. or opposite angles are same in measure.

3 ) Opposite sides are parallel to each other .

4 ) All angles are at right angle ( 90$°$ )

5 ) The diagonals of a square intersect (cross) in a 90 degree angle. This means that the diagonals of a square are perpendicular. The diagonals of a square are the same length .

And

We know properties of rectangle :

1 )The opposite sides of a rectangle are all in the same length.

2 ) The angles of a rectangle are all in the same size and measure. or opposite angles are same in measure.

3 ) Opposite sides are parallel to each other .

4 ) All angles are at right angle ( 90$°$ )

5 ) The diagonals of a rectangle are the same length .

So We can say a square is a rectangle , that have all sides equal to each other .

And

We know quadrilateral : that shape have four sides is called quadrilateral and have sum of internal angle is 360$°$ .

As we know all angles in square is 90$°$ , so sum of all internal angles is 360$°$ , And that contains four sides ,

So we can say square is a quadrilateral .

And

We know properties of rhombus :


1 )The sides of a rhombus are all in the same length.

2 ) Opposite angles are same in measure

3 ) Opposite sides are parallel to each other .

4 ) The diagonals of a rhombus intersect (cross) in a 90$°$angle. This means that the diagonals of a square are perpendicular. The diagonals of a rhombus are bisect each other .

So we can say a square is a rhombus when that have internal angles other than 90$°$