How does a scale drawing that is larger than the object it represents relate to a geometric transformation ? (point)
1 answer
A scale drawing that is larger than the object it represents relates to a geometric transformation through the concept of dilation. Dilation is a transformation that enlarges or reduces a figure by a certain scale factor while maintaining its shape. When a scale drawing is larger than the object it represents, it means that the figure has been dilated with a scale factor greater than 1, resulting in the figure being enlarged. This transformation can be represented mathematically by multiplying the coordinates of the original figure by the scale factor to obtain the coordinates of the enlarged figure.