Patricia has a lawn, ABCD. She has placed a watering hose, BD, as shown below. Part A: Patricia plans to put a fence along the length AD of her lawn. What is the length of the fence required? Part B: Using complete sentences, explain how you arrived at the answer for Part A.
first find BD by using pythagoras theorem later use tan 60º = BD/AD to find AD
I don't know how to do that though. I've been stuck on this question for the longest time.
@myko I don't know how to find AD, please help
you know pythagoras theorem?
30^2 + 16^2 = x^2
right
so... just make the operations
900 + 256 =x^2 1156=x^2 x=sqrt(1156)=?
.. i'm still a little lost how to find x. i'm really sorry. :(
\[\sqrt{1156}=34\]
i feel really bad since you're doing it all. i'd give you a medal or points or anything, i just don't know how. i really appreciate your help.
you know what square root is?
yes, my calculator just doesn't do it. i don't remember how to get it :c
:)
So is AD = 34?
yes
thank you so much, oh my gosh, you have no idea how grateful i am haha. so does this look good: First you have to find BD by using the Pythagoras Theorem. 30^2 + 16^2 = x^2 900 + 256 =x^2 1156=x^2 x=sqrt(1156)=34
no sry, BD=34
ok so then can you tell me how to find AD? :)
now we have to find AD
tan 60º = BD/AD right?
yes :)
\[\tan 60º = \sqrt{3}\] so: \[ \sqrt{3}=34/AD\] so: \[AD=34/ \sqrt{3}=19.63\]
thanks so much!
you wellcome
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