How do I write a scale for a scale model whose dimensions are 20 times the dimensions of the actual object?
1:20
I want to know the answer
To write a scale for a scale model, you'll need to determine the ratio between the dimensions of the model and the actual object. In your case, the dimensions of the scale model are 20 times larger than the dimensions of the actual object.
To identify the scale, you need to compare the lengths of corresponding sides on the model and the actual object. Let's assume the length of an object's side is L. In the scale model, this side would be 20L units long since it is 20 times larger.
To write the scale, you can use the ratio of the length of the scale model to the length of the actual object. For example, you can represent the scale as 1:20, which means that one unit on the scale model is equal to 20 units on the actual object. This can also be written as "1 unit = 20 units" or "1cm = 20cm" depending on the units you are using.
In summary, for a scale model that has dimensions 20 times larger than the actual object, the scale can be written as 1:20, meaning that one unit on the scale model equals 20 units on the actual object.