The bottom portion of the figure, quadrilateral BCDE, may be composed into a larger rectangle with base 6 meters. The area of this composed rectangle is 24 square meters.
The triangles that need to be subtracted from the composed rectangle to find the area bounded by BCDEF have a base of 4 meters and a height of 6 meters. The area of triangle BCF is 12 square meters.
The total area of the figure is 40 square meters.
Therefore, the correct answers are:
G. 8
O. 24
R. 12
T. 36
X. 94
The figure below represents a large poster being designed for a pep rally in the school gym. The units on the grid represent meters.
On the coordinate plane, the point A is at (4, 2), B is at (4, 12), C is at (8, 12), D is at (8, 2), E is at (2, 2), F is at (6, 18), and G is at (10, 2).
What is the total area of the poster?
Use the drop-down menus to choose the correct response that makes each statement true.
The bottom portion of the figure, quadrilateral , may be composed into a larger rectangle with base
. The area of this composed rectangle is
square meters.
The triangles that need to be subtracted from the composed rectangle to find the area bounded by each have a base of
meters and a height of
meters.
The area of triangle is
square meters.
The total area of the figure is
square meters.
A. 8
B. 10
C. 40
D. 80
E. 2
F. 4
G. 8
H. 10
I. 2
J. 4
K. 8
L. 10
M. 10
N. 12
O. 24
P. 36
Q. 10
R. 12
S. 24
T. 36
U. 60
V. 62
W. 72
X. 94
Choose 5 answers only!
Thank you.
1 answer
1 answer