parallelogram ABCD has vertices A(-3, 1) B (3, 3) C (4, 0) and D(-2,-2) in two or more complete sentences explain how you can use the coordinates of the vertices to prove that parallelogram ABCD is a rectangle

A rectangle is a parallelogram which internal angles are all 90°
To find if the given parallelogram is a rectangle, we should:
• Find the slope of the segment AB
,• Find the slope of the segment BC
,• Multiply both results. If the product is -1, then AB and BC are perpendicular
,• Find the slope of DC
,• Find the slope of AD
,• If the slope of DC is equal to the slope of AB, both segments are parallel
,• If the slope of AD is equal to the slope of BC are equal, both segments are parallel
If all the conditions above are met, the parallelogram is a rectangle