Question

drag the vertices of △mno to form a scalene right triangle.

Explanation:

Step1: Recall triangle properties

A scalene right - triangle has one angle equal to 90° and all side lengths different.

Step2: Adjust vertices

Drag the vertices of △MNO such that one of the angles measures 90° and the lengths of the three sides are all distinct.

This is a hands - on task in a geometric environment. There is no single numerical answer. The instruction is to manipulate the triangle in a geometric software or interactive tool to meet the criteria of a scalene right - triangle. So, there is no specific final numerical answer to provide in the traditional sense. The task is completed when the triangle in the interactive environment has a 90° angle and all side lengths are different.

Answer:

Step1: Recall triangle properties

A scalene right - triangle has one angle equal to 90° and all side lengths different.

Step2: Adjust vertices

Drag the vertices of △MNO such that one of the angles measures 90° and the lengths of the three sides are all distinct.

This is a hands - on task in a geometric environment. There is no single numerical answer. The instruction is to manipulate the triangle in a geometric software or interactive tool to meet the criteria of a scalene right - triangle. So, there is no specific final numerical answer to provide in the traditional sense. The task is completed when the triangle in the interactive environment has a 90° angle and all side lengths are different.