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Answer :
To calculate the number of posts and rails required for a fence with 9 sections, multiply the number of rails per section by the total number of sections.
To calculate the total number of posts and rails needed for a fence that is 9 sections long with 3 vertical and 6 horizontal rails per section:
- Each section requires 3 vertical rails and 6 horizontal rails, totaling 9 rails per section.
- For a fence that is 9 sections long, the total number of rails needed is 9 sections multiplied by 9 rails per section, which equals 81 rails.
- Since each section requires 3 vertical rails that act as posts, the total number of posts needed for a fence that is 9 sections long is 9 sections multiplied by 3 vertical rails, giving a total of 27 posts.
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Answer:
27 vertical posts and 36 horizontal rails
Step-by-step explanation:
If Max builds 1style of fence with each section having 3vertical posts and 6horizontal rails, to calculate the number of posts and rails that he need for a fence that will be 9 sections long, we will use the following equality;
For Posts:
1section = 3 vertical posts
9 sections = x
Cross multiply
x × 1 = 9× 3
x = 27
Hence Max will need 27vertical posts for a fence that is 9sections long
For the rail:
1 section = 6 horizontal rails
6 sections = y
Cross multiply
y× 1 = 6 × 6
y = 36
Hence Max will need 36 horizontal rails for a fence that is 9sections long.
In total Max will need 27 vertical posts and 36 horizontal rails for a fence that is 9sections long
