Question

Consider the square shown with a side length of 5 units. Consider a scale drawing of the square with a horizontal scale factor of 40% and a vertical scale factor of 240%. What are the dimensions, in units, of the scale drawing?

Answer 1

To find the dimensions of the scale drawing, multiply the original side length by the horizontal and vertical scale factors. The scaled dimensions are 2 units in width and 12 units in height.

Step-by-step explanation:

To determine the dimensions of the scale drawing of a square with a horizontal scale factor of 40% and a vertical scale factor of 240%, we simply apply these percentages to the original side lengths.

First, the horizontal dimension is found by multiplying the original side length by the horizontal scale factor:
5 units × 0.40 = 2 units.

Then, the vertical dimension is calculated by multiplying the original side length by the vertical scale factor:
5 units × 2.40 = 12 units.

So, the dimensions of the scale drawing are 2 units wide (horizontal) and 12 units tall (vertical).