ABCD parallelogram, it is known that:
BE is perpendicular to DE
BF is perpendicular to DF
BF=8 BE=4 AD=6 DC=12
Calculate the area of the parallelogram in 2 different ways
ABCD parallelogram, it is known that:
BE is perpendicular to DE
BF is perpendicular to DF
BF=8 BE=4 AD=6 DC=12
Calculate the area of the parallelogram in 2 different ways
ABCD is a parallelogram.
AE is perpendicular to DC.
CF is perpendicular to AD.
AE = 3.5
CF = 7
DC = 8
AD = 4
Calculate the area of the parallelogram.
Given the parallelogram ABCD
Find AF
Given the parallelogram ABCD
Find BF
Below is the parallelogram ABCD.
AD = 2X
DC = 1.5X
FC = 7
Calculate AE.
ABCD parallelogram, it is known that:
BE is perpendicular to DE
BF is perpendicular to DF
BF=8 BE=4 AD=6 DC=12
Calculate the area of the parallelogram in 2 different ways
In this exercise, we are given two heights and two sides.
It is important to keep in mind: The external height can also be used to calculate the area
Therefore, we can perform the operation of the following exercise:
The height BF * the side AD
8*6
The height BE the side DC
4*12
The solution of these two exercises is 48, which is the area of the parallelogram.
48 cm²
ABCD is a parallelogram.
AE is perpendicular to DC.
CF is perpendicular to AD.
AE = 3.5
CF = 7
DC = 8
AD = 4
Calculate the area of the parallelogram.
28 cm²
Given the parallelogram ABCD
Find AF
cm
Given the parallelogram ABCD
Find BF
cm
Below is the parallelogram ABCD.
AD = 2X
DC = 1.5X
FC = 7
Calculate AE.
cm
Given the parallelogram ABCD
Find DC
Look at the parallelogram ABCD.
AB = 12 cm
ED = 8 cm
BC = 10 cm
Calculate the length of DF.
Given the parallelogram ABCD
Find DC
It is not possible to calculate
Look at the parallelogram ABCD.
AB = 12 cm
ED = 8 cm
BC = 10 cm
Calculate the length of DF.
cm