Question

Mason claims that he can cut a parallelogram into two right scalene triangles. Which diagram best supports his claim?
Mason claims that he can cut a parallelogram into two right scalene triangles. Which diagram best supports his claim?

(1 point)
Responses

Parallelogram with a diagonal splitting the figure in half.
Image with alt text: Parallelogram with a diagonal splitting the figure in half.

Rectangle with a diagonal splitting the figure in half.
Image with alt text: Rectangle with a diagonal splitting the figure in half.

Square with a diagonal splitting the figure in half.
Image with alt text: Square with a diagonal splitting the figure in half.

Parallelogram with a diagonal splitting the figure in half.
Image with alt text: Parallelogram with a diagonal splitting the figure in half.
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(1 point)
Responses

Parallelogram with a diagonal splitting the figure in half.
Image with alt text: Parallelogram with a diagonal splitting the figure in half.

Rectangle with a diagonal splitting the figure in half.
Image with alt text: Rectangle with a diagonal splitting the figure in half.

Square with a diagonal splitting the figure in half.
Image with alt text: Square with a diagonal splitting the figure in half.

Parallelogram with a diagonal splitting the figure in half.
Image with alt text: Parallelogram with a diagonal splitting the figure in half.
Skip to navigation




















































Answers

GPT-4o mini
To support Mason's claim that he can cut a parallelogram into two right scalene triangles, the diagram that best fits this description is the **parallelogram with a diagonal splitting the figure in half**.

When you draw a diagonal in a parallelogram, it divides the shape into two triangles. Since a parallelogram can have sides of different lengths and angles that are not right angles, it's possible for one of those triangles to be a right triangle, and depending on the dimensions of the parallelogram, both triangles could be scalene.

Therefore, the correct response would be:

**Parallelogram with a diagonal splitting the figure in half.**