Question

Which of the following statements describe the altitude of a parallelogram? A. It is the length of the parallelogram. B. It is perpendicular to the base of the parallelogram. C. It is the height of the parallelogram. D. It connects opposite vertices of the parallelogram. D. It is used in finding the area of a parallelogram

Answer 1

Because the altitude of parallelogram is perpendicular to the base and it is the height of the parallelogram so in this way every choices B. and C. are right sure 
but than you check so choice - but there is something mistake bc. you wrote two choices D. so the second what say ,,it is used in finding area of a parallelogram" is right too

hope helped

Answer 2

Answer:

(B), (C) and (E)

Step-by-step explanation:

Consider ABCD is a parallelogram, then the line drawn from one of the vertices of the parallelogram is perpendicular to the the base of the parallelogram and it is also known as the height of the parallelogram.

In order to find the area of parallelogram that is b×h, where base is b and height is h, we use that line which is drawn perpendicular to the base of the parallelogram.

Therefore, the altitude of the parallelogram is described by:

B. It is perpendicular to the base of the parallelogram.

C. It is the height of the parallelogram.

E. It is used in finding the area of a parallelogram