Scale is an important idea that helps us understand maps and models in math.
It lets us connect real-life measurements to what we see on a map.
For example, if a map has a scale of 1:100, it means that every 1 unit on the map stands for 100 units in real life.
So, if a road measures 3 cm on the map, it really represents a distance of 3 times 100, which equals 300 cm in the real world.
Let’s look at another example.
Imagine you have a model of a building. If the scale is 1:50, then a wall that is 5 cm tall in the model represents a real wall that is 5 times 50, or 250 cm.
Understanding scales like these helps us move around correctly, whether we're using maps to get somewhere or looking at models to create designs.
Scale is an important idea that helps us understand maps and models in math.
It lets us connect real-life measurements to what we see on a map.
For example, if a map has a scale of 1:100, it means that every 1 unit on the map stands for 100 units in real life.
So, if a road measures 3 cm on the map, it really represents a distance of 3 times 100, which equals 300 cm in the real world.
Let’s look at another example.
Imagine you have a model of a building. If the scale is 1:50, then a wall that is 5 cm tall in the model represents a real wall that is 5 times 50, or 250 cm.
Understanding scales like these helps us move around correctly, whether we're using maps to get somewhere or looking at models to create designs.