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Is it ever possible for the height of a parallelogram to be one of the parallelogram's sides?

YES. A square is a parallelogram and, its height is one of the sides. (Same goes for every rectangle, not only squares.)


What are a possible base and height for a parallelogram with an area of 45ft2 if the base and height are a whole numder?

9 and 5


What are a possible base and height for a parallelogram with a area of 45 ft squared if the base are a whole number of ft?

12ft2


How do you get the area of a parallelogram that has two different height measurements?

The area of a parallelogram is the base times the height; the height must be measured perpendicular to the base. If you correctly measure the height perpendicular to the base and you get different measurements, then you are NOT dealing with a parallelogram.


What are a possible base and height for a parallelogram with an area of 45 ft sq PLEASE help me?

Height of 5 and base of 9 is the cost common whole number. 6 h and 7.5 b is possible.


What are a possible base and height for a parallelogram with a area of 45 ft. squared if the base are a whole number of ft.?

9ft and 5ft


The height of a parallelogram is the length of its?

The height is the length of its altitude.


What is the area of a parallelogram with base and height?

base*height


Is it ever possible for the height of a parallelogram to be one of the parallelograms sides?

Yes. Starting with a square, shear it by sliding one edge parallel to the opposite edge; this creates a parallelogram with its height the length of the side of the square which is two of the sides; the other two sides will be longer.


What angle does the height intersect with the base of a parallelogram?

The height is a perpendicular angle from the base. The sides of the parallelogram are slanted tho and this will vary for every parallelogram. To find the height you typically make a triangle with one of the slanted sides.


If a parallelogram has an area of 115 square units and a base length of 12 what is the height of the parallelogram to the nearest hundredth?

To find the height of a parallelogram, you divide the area by the base length. So in this case, the height of the parallelogram would be 115/12 = 9.58 to the nearest hundredth.


Find the area of parallelogram?

To find the area of a parallelogram, multiply the length of the base by the height. The height should be perpendicular to the base.