Question

e area of the figure. (sides meet at right angles.)

Explanation:

Step1: Divide the figure into rectangles

The figure can be divided into two rectangles. One rectangle has dimensions 4m by 5m and the other has dimensions (5 + 5+ 5)m by 5m.

Step2: Calculate area of first rectangle

The area of a rectangle is $A = l\times w$. For the first rectangle with length $l = 4m$ and width $w = 5m$, the area $A_1=4\times5 = 20m^{2}$.

Step3: Calculate area of second rectangle

The length of the second rectangle is $l=5 + 5+ 5=15m$ and width $w = 5m$. So the area $A_2=15\times5=75m^{2}$.

Step4: Calculate total area

The total area of the figure $A = A_1+A_2$. So $A=20 + 75=95m^{2}$.

Answer:

$95$