7. which three lengths could be the lengths of the sides of a triangle?
a.11cm,11cm,24cm******
b.18cm,12cm,9cm
c. 9cm,19cm, 10cm
d.4cm,7cm,23 cm
idk? is this right
Okay so I guess this should work
1. A length of a rope is stretched between the top edge of a building and a stake in the ground. The head of the stake is at ground level. The rope also touches a tree that is growing halfway between the stake and the building. If the building is 36 feet tall, how tall is the tree?
A.36
B.18>>>>>
C.9
D.27
2.
Given: AB is the perpendicular bisector of IK
A.<IAK is a right angle
B.BI=BK>>>>
C.B is the midpoint of IK
D.BK=AK
3.Holy crap im already mentally exhausted and Im doing this crap
Find the circumcenter of "Triangle ABC" with A(1,6), B(1,4) and C(5,4).
A.(5,3)
B.(3,5)>>>
C.(7,3)
D.(1,7)
4.I got this wrong so Im pissed, however here is the correct answer.
Where can the perpendicular bisectors of an obtuse triangle intersect.
A. 1 only=Inside the triangle
B.2 only =on the triangle
C.3 only =Outside the triangle>>>>
D.1 or 3, only <I put this, don't do what I did. It's a bad omen I swear.
5. This one was an easy one. For me at least.
What is the name of the segment inside the large triangle
A. Perpendicular bisector
B. Altitude>>>>>
C. Median
D. Angle bisector
6.Blamished hell, this one is a long one
M<A=8x-2, m<B=2x-8 and m<C=94-4x. List the sides of ABC in the order from shortest to longest.
A.AC,AB,BC>>>>
B.AC,BC,AB
C.AB,ACBC
D.BC,AC,AB
7. You know what? Screw the ABCD crap Im just giving you the answer.
Which three lengths could be the lengths of the sides of a triangle.
B.10cm, 15cm, and 24cm
8.Well, that was a breeze... Sort of.
Which of the following must be true? The diagram is not to scale.
D.AC<FH
9.I just realized. I came here for answers but here I am giving them. I hope yall actually get some use out of this because I sure as hell am not.
List the angle of "Triangle DEF" in order from smallest to largest.
B.M<D, M<E, m<F
10. Oh yeah, forgot to say but the fill in the blank part, well... I don't have it
The lengths of the side of a triangle are 17, 8 and n. Which of the following must be true.
A.9<n<25
11. How the hell do people do this? I bet they are able to just copy and past, lucky s.
Name the smallest angle of ABC. The diagram is not to scale.
A.<C
12. Alright, since I'm here I might as well. I'm going to give you what I think is the answer to fill in the blank but if it's wrong then I'm sorry you trusted the word of a complete stranger. The answers before this are right.
The_____ of a triangle is a segment that connects the midpoints of two sides of the triangle
My answer= Mid-segment
13. No commentary for the rest of the "fill in the blank" because im to lazy and yall don't give a crap anyways.
A point is____ from two objects if it is the same distance from the objects
My answer=Equidistant
14.The distance from a point to a line is the length of the ______ segment from the point to the line
My answer=Perpendicular
15. When three or more lines intersect at one point, they are
My answer=Concurrent lines
Holy crap!! Im done!! With that at least. I bet you want the essay answers. Well Im not McDonalds get your quick and easy answer somewhere else.
HAHAHAHAHA. Okay fine I'll give it to you.
-Im definitely going to change my name to hypocrite or maybe tsundere.
16. For a triangle, list the respective names of the points of concurrency of
Im not typing this out.
-Perpendicular bisectors of the sides
-bisectors of the angles
-medians
-Orthocenter
1.Circumcenter
2.Incenter
3.Centroid
4.Orthocenter
17. Yall type this in your own words. I swear if this comes back up later Im going to be at my wit's end.
What are the properties of the circumcenters of a triangle? Well IDK
All vertices will be equidistant to the circumcenter. It can be inside a triangle and outside. The circumcenter is in the middle of a triangle where all the altitudes meet. The circumcenter has something to do with a circumcircle. probably because the circumcenter is inside the circumcircle.
18. Holy crap, I will die if no one even sees this. #Wasted effort. Believe it or not that's the first time I hash tagged. I'm never doing it again.
What are the properties of the incenter of a circle?
All sides of a triangle are equidistant to the incenter. The incenter is in the same place where all three angle bisectors will prolly meet.
IM DONE that was an experience I do not want again because I gain nothing from doing this!!!!!
oobleck needs to stop being a meanie, you are a teacher. help the student and stop telling them to not guess. If they don't know the answer ofc they're gonna guess...
If you have the same question as the originally posted
The answer is 18cm, 12cm, 9cm