Asked by Lynn
A customer wants to make a tee-pee in his backyard for his children. He plans to use lengths of PVC plumbing pipe for the supports on the tee-pee, and he wants the teepee to be 12 feet across and 8 feet tall. The customer needs to figure out the length of the sides of the teepee so he can figure out how much plumbing he will need.
We know the base of the teepee/triangle is 12 feet long. How many feet of PVC pipe would the customer need for just the one side of the tee-pee?
I came to the answer 10 feet of PVC pipe when I checked my original answer, by drawing a tee-pee with these measurements. What I would like to know is how do I solve this problem mathematically? (so that I do not have to draw a visual)
We know the base of the teepee/triangle is 12 feet long. How many feet of PVC pipe would the customer need for just the one side of the tee-pee?
I came to the answer 10 feet of PVC pipe when I checked my original answer, by drawing a tee-pee with these measurements. What I would like to know is how do I solve this problem mathematically? (so that I do not have to draw a visual)
Answers
Answered by
Lynn
A customer wants to make a tee-pee in his backyard for his children. He plans to use lengths of PVC plumbing pipe for the supports on the tee-pee, and he wants the teepee to be 12 feet across and 8 feet tall. The customer needs to figure out the length of the sides of the teepee so he can figure out how much plumbing he will need.
We know the base of the teepee/triangle is 12 feet long. How many feet of PVC pipe would the customer need for just the one side of the tee-pee?
I came to the answer 10 feet of PVC pipe when I checked my original answer, by drawing a tee-pee with these measurements. What I would like to know is how do I solve this problem mathematically? (so that I do not have to draw a visual)
We know the base of the teepee/triangle is 12 feet long. How many feet of PVC pipe would the customer need for just the one side of the tee-pee?
I came to the answer 10 feet of PVC pipe when I checked my original answer, by drawing a tee-pee with these measurements. What I would like to know is how do I solve this problem mathematically? (so that I do not have to draw a visual)
Answered by
Lynn
ooops
Answered by
Reiny
The length of each side is the hyppotenuse of a right-angled triangle with base of 6 and height of 8
so
h^2 = 6^2 + 8^2
= 36 + 64
= 100
h = √100 = 10
so
h^2 = 6^2 + 8^2
= 36 + 64
= 100
h = √100 = 10
Answered by
Lynn
Thank you! =0)
There are no AI answers yet. The ability to request AI answers is coming soon!
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.