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what do you call the mark stake for the batter
Ask: what do you call the mark stake for the batter board
A. Corner stake B. Grade stake C. Batter board D. Corner post
Answer:
1.A
Explanation:
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4) Carpenters stabilize wall frames with a diagonal brace. The
Ask: 4) Carpenters stabilize wall frames with a diagonal brace. The length of the brace is given by L = VH2 + W2. If the bottom of the brace is attached 6 m from the corner and the brace is 9 m long, how far up the corner post should it be nailed?
GIVEN:
Carpenters stabilize wall frames with a diagonal brace. The length of the brace is given by L = VH2 + W2. If the bottom of the brace is attached 6 m from the corner and the brace is 9 m long, how far up the corner post should it be nailed?
ANSWER:
Answer: ~ 6.708m
NOTE: PAKI CHECK NG PICTURE SA TAAS THANK YOU
ANSWERED BY: AKIRA1991✨✨✨
A fence is to be on posts 8 meters apart
Ask: A fence is to be on posts 8 meters apart around a rectangular lot that measures 40 meters long and 16 meters wide. how many posts are needed, including the ones placed at each corner, to fence the entire lot?
The number of posts needed is 14 posts.
Step-by-step explanation:
Be discovered:
A fence is attached to posts 8 meters apart around a rectangular ground.
Land length 40 meters.
Width of land 16 meters.
Question:
How many posts are needed, including the ones placed at each corner, to fence the entire lot?
Asked:
To solve this problem, the first step is to find the circumference of the ground.
Perimeter of the ground = 2 times (length plus width)
Perimeter of the ground = 2 x (40 + 16) meters
Perimeter of the ground = 2 x 56 meters
Perimeter of the ground = 112 meters
The second step we find the number of poles needed.
Number of piles needed = circumference of the ground: distance between piles.
Number of piles needed = 112 meters : 8 meters
Number of piles needed = 14 posts
The number of posts needed is 14 posts.
Learn More about
- Material about rectangles can also be seen at https://brainly.ph/question/245745
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49. A man is trying to fit a washing machine
Ask: 49. A man is trying to fit a washing machine into a corner of a four-sided room. He knows
that all the walls are perfectly straight, but he is not sure if the corner is an exact right angle.
If the other three corners are all 90° angles, what is the measure of the missing corner?
Answer:
90
Step-by-step explanation:
no. of sides:4
Si:(n-2)×180
:(4-2)×180
:2×180
=360
90+90+90+x=360
180+×=360
×=360-180
×=90
A rectangular lot 60 ft. long and 30 ft. wide
Ask: A rectangular lot 60 ft. long and 30 ft. wide is to be surrounded by a fence with posts 6 ft. apart. If the corner posts cost ₱2.50 each and the remaining posts ₱1.50 each, what is the cost of all the posts?
Question:
A rectangular lot 60 ft. long and 30 ft. wide is to be surrounded by a fence with posts 6 ft. apart. If the corner posts cost ₱2.50 each and the remaining posts ₱1.50 each, what is the cost of all the posts?
Answer:
₱49
Step-by-step explanation:
My solution is inthe picture
if the bottom of the brace is attached 9 m
Ask: if the bottom of the brace is attached 9 m from the corner and the brace is 12 m long how far up the corner post shoul it be nailed
Answer:
h = 7.94m
Step-by-step explanation:
The length of the brace is given by
L = square root of H² + W²
L = 12m
fixing distance = 9m
solve for H:
Apply exponents
L² = W² + H²
subtract W²
L² – W² = H²
12² – 9² = H²
144 – 81 = H²
square root of 63 = H²
taking square root
square root of 63 = H²
H = 7.94
3. Carpenters stabilize the wall frames with a diagonal brace.
Ask: 3. Carpenters stabilize the wall frames with a diagonal brace. The length of the brace is given by
L = H2 + W?. If the bottom of the brace is attached by 9 m from the corner and the brace is 12 m long
how far up the corner post should be nailed?
[tex]largebold{ underline{Question:}}[/tex]
Carpenters stabilize the wall frames with a diagonal brace as shown in the figure. The length of the brace is given by L = √H² + W². If the bottom of the brace is attached by 9ft from the corner and the brace is 12ft long, how far up the corner post should be nailed?
[tex]tt L : = : sqrt{H² : + : W²}[/tex]
[tex]tt L : = sqrt{(12ft)² + (9}ft)²[/tex]
[tex]tt L : = sqrt{144ft : + : 81ft} [/tex]
[tex]tt L : = red{boxed{tt 15ft}}[/tex]
I replaced the given to the question since you gave them all wrong. We have the same module and this was my answer. Hope this helps!
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A fence will be built to enclose a 100-m by
Ask: A fence will be built to enclose a 100-m by 70-m field. it will need a post at each corner and one every 5 m. how many posts are needed?
To answer the problem: [tex] frac{perimeter}{5} [/tex]
Finding the Perimeter:
[tex]Formula:[/tex] [tex]2l +2w[/tex]
[tex]2(100) + 2(70)[/tex]
[tex]200+140[/tex]
[tex]340[/tex]
The perimeter is 340 meters.
[tex] frac{340}{5} [/tex]
[tex]68[/tex]
68 posts are needed.
You just need to find the perimeter and divide it by 5 meter. The shape of the field is rectange.
.
Finding the perimeter of the rectangular field.
P = 2L + 2W
P = 2(100m) + 2(70m)
P = 200m + 140m
P = 340 m
.
Now, divide the perimeter by 5 m.
340 m/ 5 m = 68
.
Therefore, if a fence will be built to enclose a 100-m by 70-m field and needs a post at each corner and on every 5 m, it will need 68 posts.
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A farmer built a rectangular fence. Each corner of the
Ask: A farmer built a rectangular fence. Each corner of the rectangle had a post. The shorter sides of the fence each had four equally spaced posts, while the longer sides each had six equally spaced posts. How many posts did he use?
Answer:
The farmer used 16 posts.
Step-by-step explanation:
Let us analyze the given problem above by using a diagram so we can easily count the number of posts that the farmer used in building the rectangular fence.
Let ◆ be the post.
“Each corner of the rectangle had a post.“
We all know that a rectangle has four corners.
◆ ◆
◆ ◆
“The shorter sides of the fence each had four equally spaced posts.“
Each side has 4 posts.
◆ ◆
◆ ◆
◆ ◆
◆ ◆
“The longer sides each had six equally spaced posts.“
Each has 6 posts.
◆ ◆ ◆ ◆ ◆ ◆
◆ ◆
◆ ◆
◆ ◆ ◆ ◆ ◆ ◆
Now, count all the posts.
There are 16 posts.
For examples of word problems, visit the links.
brainly.ph/question/237779
brainly.ph/question/2108856
brainly.ph/question/2335102
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A rectangular field is 80m long and 60m wide. If
Ask: A rectangular field is 80m long and 60m wide. If the fence posts are placed at the corners and are 10m apart along the 4 sides of the field, how many posts are needed to completely fence the field
Answer:
480 fence
Step-by-step explanation:
80×60=4800
4800÷10=480
So, the answer is 480 fence.
Not only you can get the answer of how to fit howdens corner post, you could also find the answers of 49. A man, A fence will, A farmer built, A rectangular field, and 4) Carpenters stabilize.
