The area of this isosceles trapezoid is 72 square units.
What is the isosceles trapezoid?
An isosceles trapezoid is a type of trapezoid that has nonparallel sides equal to each other.
The area of the isosceles trapezoid is given by;
[tex]\rm Area =\dfrac{Sum \ of \ all \ parallel \ sides}{2} \times Height[/tex]
The value of base1 is 3 + 3 + 6 =12
The value of base2 is = 6
The height of the trapezoid = 8
Substitute all the values in the formula
[tex]\rm Area =\dfrac{Sum \ of \ all \ parallel \ sides}{2} \times Height\\\\\rm Area =\dfrac{Base_1+Base_2}{2} \times Height\\\\\rm Area =\dfrac{12+6}{2} \times 8\\\\\rm Area =\dfrac{18}{2} \times 8\\\\\rm Area =9 \times 8\\\\\rm Area=72[/tex]
Hence, the area of this isosceles trapezoid is 72 square units.
Learn more about trapezoids here;
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