It matters check the proportional dictionary and see that
it depends of the scale of the drawing
It shows the constant of proportionality between the scale drawing and the real-life object.
The "scale" of a drawing is its relation in size to the inspiration. So, for example, if you were drawing a picture of your friend, and it was half the size that she is in real life, the scale would be represented as a ratio of 1:2.
A scale is used to convert between distances on a map and actual distances in real life on a planimetric map. The scale provides a ratio or proportion between a distance on the map and the corresponding distance in reality. By using the scale, you can accurately measure distances on the map and then convert them to real-world distances.
Infinitely many. You can represent any distance in real life by 1 unit on your scale or, conversely, you use any distance on your scale drawing to represent a unit of length in real life.
A drawing that shows a real object with accurate sizes reduced or enlarged by a certain amount (called the scale). The scale is shown as the length in the drawing, then a colon (":"), then the matching length on the real thing.
Well, honey, if the CN Tower is 550 meters tall in real life and you're using a scale of 1:11000 on your drawing, then you just divide 550 by 11000 to get the height in the drawing. So, the height of the CN Tower in the scale drawing would be 0.05 meters, or 5 centimeters. Hope that helps, sugar!
The "scale" of a drawing is its relation in size to the inspiration. So, for example, if you were drawing a picture of your friend, and it was half the size that she is in real life, the scale would be represented as a ratio of 1:2.
A 2-dimensional drawing would be comprised of flat shapes: squares, rectangles, triangles, circles, etc. A 3-dimensional drawing would be made of shapes that imply depth: cubes, pyramids, cones, spheres, etc. A scaled drawing is referenced to an "original" drawing or object and is proportionately the same as the original. Scaled drawings allow one to draw the original in a larger or smaller size (scale) without changing how the individual parts of the original relate to each other.
To create a scale drawing that measures 20 meters by 15 meters using a scale of 1 cm to 5 meters, you would need to draw a rectangle that is 4 cm by 3 cm. Each centimeter on the drawing represents 5 meters in real life, so 4 cm would represent 20 meters and 3 cm would represent 15 meters.
The scale of a map may indicate the ratio as well as showing how lengths measured on the map represent actual distances.
First you have to measure the object you want to draw. You should compare two parts of the object, such as height and width as in the width of a glass versus its height, or how many times a small part of the object fits within a larger part, such as in the human body and the head. The smaller part should be the measure unit you use to compare to the bigger part. Then you decide the size you want to give the object in your drawing. You make a draft of the object's contour. You measure your drawing's width versus its height and decide if the scale coincides with your model. If it does, then you add the details.