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.
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
Given the parallelogram ABCD
Find BF
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
Look at the parallelogram ABCD.
AB = 12 cm
ED = 8 cm
BC = 10 cm
Calculate the length of DF.
cm
Given the parallelogram ABCD
Find DC
It is not possible to calculate
Given the parallelogram ABCD
Find BF
cm
Given the parallelogram ABCD
Find AF
Below is the parallelogram ABCD.
AD = 2X
DC = 1.5X
FC = 7
Calculate AE.
Given the parallelogram ABCD
Find AF
cm
Below is the parallelogram ABCD.
AD = 2X
DC = 1.5X
FC = 7
Calculate AE.
cm