Question

the scale factor from the original trapezoid to its copy is 2. draw the scaled copy. original copy

Explanation:

Step1: Identify original vertices

Locate the vertices of the original trapezoid on the grid.

Step2: Multiply coordinates by scale - factor

If the scale factor is 2, for each vertex $(x,y)$ of the original trapezoid, the corresponding vertex of the scaled - copy is $(2x,2y)$. For example, if an original vertex is at $(1,1)$, the new vertex will be at $(2\times1,2\times1)=(2,2)$.

Step3: Draw the scaled trapezoid

Connect the new vertices on the grid to form the scaled - copy trapezoid.

Since this is a drawing task and cannot be directly output in text, the steps above describe how to draw the scaled copy. To actually complete the task, one would follow the steps on the provided grid paper.

Answer:

Step1: Identify original vertices

Locate the vertices of the original trapezoid on the grid.

Step2: Multiply coordinates by scale - factor

If the scale factor is 2, for each vertex $(x,y)$ of the original trapezoid, the corresponding vertex of the scaled - copy is $(2x,2y)$. For example, if an original vertex is at $(1,1)$, the new vertex will be at $(2\times1,2\times1)=(2,2)$.

Step3: Draw the scaled trapezoid

Connect the new vertices on the grid to form the scaled - copy trapezoid.

Since this is a drawing task and cannot be directly output in text, the steps above describe how to draw the scaled copy. To actually complete the task, one would follow the steps on the provided grid paper.