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Question 28 of 42
Point
Which statement proves that polygon ABCD is not a rectangle?
A. The slope A and the slope of no are equal
B. Slope xp slopeco -- and slopeac Slopeo
1
C. ABCD is a quadrilateral
D. Slopemp slopex *- and slopenc. slopes - 1
SUBMIT

Respuesta :

Answer with explanation:

Properties of Rectangle

1. Opposite sides are equal and parallel.

2. Diagonals are equal and bisect each other.

3. Adjacent Sides are Perpendicular to each other.

→If two lines are parallel their slopes are equal and if two Lines are perpendicular, their product of slopes is -1.

→A Rectangle is a Quadrilateral also.

→Adjacent sides are perpendicular ,so , their slopes can't be equal.Product of their slopes should be equal to ,-1.

⇒Slope of AB × Slope of BC = -1

⇒Also, Slope of AB × Slope of BC = -1

Slope of AB × Slope of AD = -1

⇒ Slope of AD × Slope of CD = -1

Slope of CB × Slope of CD = -1

Option B And Option C

are statement which proves that polygon ABCD is not a rectangle.

Answer:

heres some info on slope

Step-by-step explanation:

o solve this question, you have to look at this question as if they were from a graph.

You see the little point where the square is?

That will be the origin of the graph.

The 2 given coordinates are (0, 2.5) and (10, 0)

Substitude them in the formular.

not mine, saw it somewhere