If a technical drawing utilizes a scale of 1:75, how many times larger than the actual object is the drawing?

In a technical drawing that employs a scale of 1:75, it indicates that 1 unit on the drawing represents 75 units of the actual object. This means that the drawing is significantly larger than the actual size since it takes a small measurement on the drawing to represent a much larger measurement in reality.

When interpreting this scale, we can understand that if you were measuring the actual object's length as, for example, 75 centimeters, the corresponding drawing length would measure only 1 centimeter. Thus, visually, the drawing would appear to be 75 times larger than the actual object because the scale tells us the factor by which the drawing increases the size of what is depicted.

So, the correct answer reflects this understanding, supporting that the drawing is indeed 75 times larger than the actual object it represents.