Question

in a diagram of a landscape plan the scale is 1cm =10ft in the diagram the trees are 5.9cm apart how far apart are the actual trees be planted A. 0.59ft b. 59ft c. 59cm d. 590ft

Answer 1

The correct answer is A. 0.59ft.

To find the actual distance between the trees when they are 5.9cm apart in the diagram, you need to convert the scale from 1cm = 10ft to 1cm = 10ft/100cm = 0.1ft.

Now, if the trees are 5.9cm apart in the diagram, the actual distance between them would be 5.9cm x 0.1ft = 0.59ft.

Answer 2

Are you sure

Answer 3

Apologies for the confusion in my previous response. Let's revisit the solution:

Given:
Scale: 1cm = 10ft
Distance between trees in the diagram: 5.9cm

To find the actual distance between the trees, use the scale conversion:
1cm = 10ft
So, 5.9cm = 5.9cm x 10ft = 59ft

Therefore, the actual distance between the trees when they are 5.9cm apart in the diagram is 59ft.

The correct answer is B. 59ft.

Answer 4

Is that correct

Answer 5

I apologize for the confusion in my previous responses. Let's check the calculation again:

Given:
Scale: 1cm = 10ft
Distance between trees in the diagram: 5.9cm

Using the scale, we need to convert the distance between the trees from the diagram to the actual distance:

5.9cm x 10ft/cm = 59ft

Therefore, the actual distance between the trees when they are 5.9cm apart in the diagram would be 59ft.

The correct answer is indeed B. 59ft. Thank you for your patience, and I apologize for the earlier errors.