Is line BC parallel to line DE? Choose the best justification Line BC is parallel to line DE becase triangle ABC is a dilation of triangle ADEby a scale factor fo 3 from point A Line HC is parallel to line DE becase triangle ABC is a dilation of triangle ADEby a scale factor to 2 from point A Line BC is parallel to line DE becase triangle ABC is a ditation of triangle ADEby a scale factor to (4)/(3) from point Line BC is not parallel to line DE becase there is no dilation that sends triangle ADE to triangle ABC

Question

Is line BC parallel to line DE? Choose the best justification Line BC is parallel to line DE becase triangle ABC is a dilation of triangle ADEby a scale factor fo 3 from point A Line HC is parallel to line DE becase triangle ABC is a dilation of triangle ADEby a scale factor to 2 from point A Line BC is parallel to line DE becase triangle ABC is a ditation of triangle ADEby a scale factor to (4)/(3) from point Line BC is not parallel to line DE becase there is no dilation that sends triangle ADE to triangle ABC

Answer 1

Line BC is parallel to line DE because triangle ABC is a dilation of triangle ADE from point A.

Answer 2

## Step1In geometry, a dilation is a transformation that changes the size of a figure without altering its shape. This means that every line in triangle ABC is a scaled version of the corresponding line in triangle ADE.## Step2The question states that triangle ABC is a dilation of triangle ADE. This means that every line in triangle ABC is a scaled version of the corresponding line in triangle ADE. Hence, if triangle ABC is indeed a dilation of triangle ADE, then line BC would be a dilation of line DE, and therefore, they would be parallel.## Step3However, the scale factor is not relevant in determining whether the lines are parallel or not. The important factor is the dilation itself. If a dilation exists, then the lines are parallel, regardless of the scale factor.

Question

Answer

Answer

Explanation