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Answer:
Step-by-step explanation:
parallelogram , square
if you can show that two opposite sides are parallel but not perpendicular to the other two sides you can say it's a paralleleogram
if you can show that two lines are perpendicular to the other two.. but are stilll parallel to each other.. then you can say it's a square
The slope of the line tells the direction and the steepness of the line. The two types of quadrilaterals which can be determined by the given properties are rectangle and trapezoid.
Given information-
The property given in the problem is, slope and the properties of perpendicular and parallel lines can be used to confirm that a polygon is a specific type of quadrilateral.
Slope of a line-
The slope of the line tells the direction and the steepness of the line.
As the slope of the line is given, therefore it can be calculated that which lines are parallel, which lines are perpendicular and which are not.
Rectangle and Trapezoid with the properties of parallel line can be determine.
To choose these quadrilateral, the slope help us out. As the slope of the two parallel line is equal. Thus parallel line can be determined.
The slope of the two perpendicular line is inverse opposite, thus the perpendicular line can be determined.
Hence the two types of quadrilaterals which can be determined by the given properties are rectangle and trapezoid.
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