Question

Зобразити іменований масштаб у вигляді лінійного в 1 см - 30 м в 1 см – 100 м в 1 см – 4 км в 1 см – 30 км в 1 см – 250 км

Answer 1

1:3000см

1:10000см

1:400000м

1:3000000м

1:25000000м

Answer 2

Named Scale Representation

To represent a named scale in the form of a linear scale, we can use a line segment to visually depict the relationship between a certain length on the line and the corresponding distance in reality. In this case, we are given the following named scales:

- 1 cm represents 30 m - 1 cm represents 100 m - 1 cm represents 4 km - 1 cm represents 30 km - 1 cm represents 250 km

Let's create a linear representation for each of these named scales:

1. 1 cm represents 30 m: - We can draw a line segment and label it as "1 cm" on the line. - Then, we can mark a point 30 units away from the starting point of the line segment and label it as "30 m". - The line segment from the starting point to this marked point represents the named scale "1 cm represents 30 m".

2. 1 cm represents 100 m: - Similarly, we can draw another line segment and label it as "1 cm" on the line. - Then, we can mark a point 100 units away from the starting point of the line segment and label it as "100 m". - The line segment from the starting point to this marked point represents the named scale "1 cm represents 100 m".

3. 1 cm represents 4 km: - Again, we draw a line segment and label it as "1 cm" on the line. - Then, we mark a point 4,000 units away from the starting point of the line segment and label it as "4 km". - The line segment from the starting point to this marked point represents the named scale "1 cm represents 4 km".

4. 1 cm represents 30 km: - We draw another line segment and label it as "1 cm" on the line. - Then, we mark a point 30,000 units away from the starting point of the line segment and label it as "30 km". - The line segment from the starting point to this marked point represents the named scale "1 cm represents 30 km".

5. 1 cm represents 250 km: - Once again, we draw a line segment and label it as "1 cm" on the line. - Then, we mark a point 250,000 units away from the starting point of the line segment and label it as "250 km". - The line segment from the starting point to this marked point represents the named scale "1 cm represents 250 km".

By creating these linear representations, we can visually understand the relationship between the length on the line and the corresponding distance in reality for each named scale.

Please note that the units used in the representations are arbitrary and can be adjusted based on the desired scale. The important aspect is to maintain the proportional relationship between the length on the line and the corresponding distance in reality for each named scale.

I hope this explanation helps! Let me know if you have any further questions.