find the area of the figure below by first finding the areas of the rectangle and triangle. area of the…

Explanation:

Step1: Find rectangle's area

Let's assume the rectangle has length $l = 4$ units and width $w = 3$ units. The area formula for a rectangle is $A_{rect}=l\times w$. So $A_{rect}=4\times3 = 12$ square units.

Step2: Find triangle's area

Let the base of the triangle $b = 2$ units and height $h = 2$ units. The area formula for a triangle is $A_{tri}=\frac{1}{2}\times b\times h$. So $A_{tri}=\frac{1}{2}\times2\times2= 2$ square units.

Step3: Find total - area

The area of the figure $A = A_{rect}+A_{tri}$. So $A=12 + 2=14$ square units.

Answer:

Area of the rectangle: 12 square units Area of the triangle: 2 square units Area of the figure: 14 square units