What is the area of parallelogram ABCD in square units

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Question:

What is the area of parallelogram ABCD in square units

Answer:

My way of solving this if to make four triangles and one rectangle out of this shape.

Use AB, BC, CD, DA to make the triangles.
The left-overs make up a rectangle that has the area of 2×3, which is 6.

Triangle AB and CD are equivalent, they are both (1/2)(1)(3)=1.5 each, which add up to 3.

Triangle AD and BC are equivalent, they are both (1/2)(1)(4)=2 each, which add up to 4.

So, just add up the 6 from the rectangle and the 3 & 4 and you get 13.

The area of that parallelogram is 13.

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