1. find the area. the figure is not drawn to scale.
a. 28.08 cm^2
b. 2.5 cm^2
c. 7.9 cm^2
d. 14.04 cm^2

2. find the area. the figure is not drawn to scale.
a. 34 cm^2
b. 21 cm^2
c. 68 cm^2
d. 10.5 cm^2

3. find the area. the figure is not drawn to scale.
a. 144.5 cm^2
b. 127 cm^2
c. 172 cm^2
d. 50 cm^2

Answer
Question 1. D. 14.04 cm²
Question 2. A. 34 cm²
Question 3. A. 144.5 cm² 

Explanation

Question 1
The figure is a looks like a parallelogram of length 2.7 cm and a vertical height of 5.2 cm.
The formula for finding the area of a parallelogram is;
Area =length ×height
Area =2.7×5.2
Area =14.04 cm²

Question 2
The figure is a triangle of base length 17 cm and a vertical height of 4 cm.
Area of a triangle = 1/2×length×height
=1/2×17×4=34 cm² 

Question 3
The figure is a combination of two figures, a rectangle and a triangle.
You should find the area of the 2 figures and then add them together.
Rectangle=length ×width
=13×9=117
Triangle =1/2×base×height
=1/2×11×(13-8)=1/2×11×5=27.5
Total area = 117 + 27.5 =144.5 cm²

Aquadratic function is one of the form f(x)=ax2 + bx + c l, where a,b, and c are numbers with are not equal to zero.