The length of a table is 6 feet on a scale drawing the, length is 2 inches write three possible scales for drawing
1. Scale: 2in = 6Ft
2. Scale: 1in = 3Ft.
3. Scale: 1/2 in = 1.5 Ft.
1. 1/2in : 1.5ft
2. 1in : 3ft
3. 2in : 6ft
Gdght
To find three possible scales for drawing the table, we need to determine the ratio of the actual length to the length on the scale drawing. In this case, we have:
Actual length of the table = 6 feet
Length on the scale drawing = 2 inches
Now, let's assume we represent the scales as a ratio of the actual length to the length on the scale drawing:
1. Scale 1: 1 inch = 3 feet
In this scale, every inch on the scale drawing represents 3 feet in actual length. So, if the length on the scale drawing is 2 inches, the actual length would be 2 inches * 3 feet = 6 feet. This is the actual length of the table, as given.
2. Scale 2: 1 inch = 4 feet
In this scale, every inch on the scale drawing represents 4 feet in actual length. So, if the length on the scale drawing is 2 inches, the actual length would be 2 inches * 4 feet = 8 feet.
3. Scale 3: 1 inch = 2 feet
In this scale, every inch on the scale drawing represents 2 feet in actual length. So, if the length on the scale drawing is 2 inches, the actual length would be 2 inches * 2 feet = 4 feet.
Therefore, three possible scales for drawing the table are:
1. 1 inch = 3 feet
2. 1 inch = 4 feet
3. 1 inch = 2 feet
Teehee
1.5
6
3