The coordinates of the vertices of quadrilateral abcd are a(0, −4) , b(−4, 3) , c(3, 4) , and d(6, −1) . drag and drop the choices into each box to correctly complete the sentences. the slope of ab is , the slope of bc is , the slope of cd is , and the slope of ad is . quadrilateral abcd is because .

The slope of AB is -7/4, the slope of BC is 1/7 , the slope of CD is 5/3, and the slope of AD is 2. So, Quadrilateral ABCD is neither a parallelogram nor a trapezoid because neither pair of opposite sides are parallel.

Step-by-step explanation:

Since, a quadrilateral having,

One pair of parallel opposite sides is Trapezoid,

While, having two pair of parallel opposite sides is parallelogram.

Since, the slope of a line segment having the end points and is,

Here, the vertices of the quadrilateral ABCD are A(0, −4) , B(−4, 3) , C(3, 4) , and D(6, −1),

Slope of AB =

Slope of BC =

Slope of CD =

Slope of AD =

Hence, Quadrilateral ABCD is neither a parallelogram nor a trapezoid because neither pair of opposite sides are parallel.

squares, rhombus, rectangles

step-by-step explanation: