Question

What is the area of this figure please send the correct

Answer 1

Answer:

39 is your answer which is correct

Answer 2

Answer:

43.5 square feet

Step-by-step explanation:

The area of the figure can be found by dividing the given figure into individual shapes and adding their respective areas together. In this case we see a triangle and two rectangles.

For the triangle, we need to look at it's dimensions:

• It has a height of 3ft
• It has a base of 2ft + 3ft

We can plug it into the triangle formula, $A = \frac{1}{2} bh$

$A = \frac{1}{2} (5ft)(3ft)$

$A=7.5ft^{2}$

For the upper rectangle the dimensions are:

• A height of 2ft
• A base of 3ft + 3ft + 3ft

We can plug it into the rectangle formula, $A = bh$

$A=9ft*2ft$

$A=18ft^{2}$

For the lower rectangle the dimensions are:

• A height of 6ft
• A base of 3ft

We can plug it into the rectangle formula, $A = bh$

$A=3ft*6ft$

$A=18ft^{2}$

Then we add all of the areas of the shapes together to get the area of the figure:

$A=7.5ft^{2} +18ft^{2} +18ft^{2}$

$A=43.5ft^{2}$