A 2,768–foot–long straight fence has posts that are set 8 feet on center; that is, the distance between the centers of two adjac
ent poles is 8 feet. If the fence begins with a post and ends with a post, determine the number of posts in the entire fence.\
1 answer:
Answer:
No.P=347
Step-by-step explanation:
The fence is 2768 feet long, how many posts should be placed along the fence if the adjacent distance between them is 8 feet?
How to start and end with a post the number of them (No.P) will always be the distance of the fence (f) between the adjacent distance of the posts (p) plus one
As an example we have graph 1
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Answer: 144 inches.
Step-by-step explanation:
1. To solve this problem you must remember the formula for calculate the perimeter of a rectangle, which is shown below:
Where is the lenght and
is the width.
2. You know the perimeter and the width, then you can solve for the length, as following:
Diagram? There is no diagram given.
a.
Cannot solve b without the diagram.