D is the biggest angle, so the opposite side (EF) is the longest side.
Now do the others similarly.
List the sides of the triangle in order from longest to shortest.
Angle D is 86 degrees
Angle F is 50 degrees
Angle E is 44 degrees
*xy=segment*
A) EF, FD, DE
B) FD, DE, EF
C) EF, DE, FD
D) DE, FD, EF
My answer: I think it would be B but I'm not sure. If I'm wrong or correct could you tell me? If I'm wrong could you help me correct my answer? Thank you! Good Bless. Happy Holidays!
5 answers
So would it be C instead?
yes.
So Is the answer EF,DE,FD?
I just finished the test here's the answers.
So th first question says A length of 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?
The answer is 18ft
Which statement can you conclude is true from the given information
The answer is B AI=AK
B (3,5)
B II only
B Altitude
D <C<A<B
B 10 cm, 15cm,24cm,
C EF,DE,FD
D 1<n<25
A <c
Midsegment
Equidistant
Perpendicular
Concurrent
2(3x+5)=4x+20
6x+10=4x-20
2x+10=20
2x+10
X=5
BE is the median
BG=1/3 BE =1/4(9)=6
BG=3 GE=6
2n6=n+5,FG=2n-6=2(11)-6=16 FG=16
N=11
Circumcenter
Inventer
Centroid
Orthocenter
That's all I got hope this helps all y'all š¤
So th first question says A length of 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?
The answer is 18ft
Which statement can you conclude is true from the given information
The answer is B AI=AK
B (3,5)
B II only
B Altitude
D <C<A<B
B 10 cm, 15cm,24cm,
C EF,DE,FD
D 1<n<25
A <c
Midsegment
Equidistant
Perpendicular
Concurrent
2(3x+5)=4x+20
6x+10=4x-20
2x+10=20
2x+10
X=5
BE is the median
BG=1/3 BE =1/4(9)=6
BG=3 GE=6
2n6=n+5,FG=2n-6=2(11)-6=16 FG=16
N=11
Circumcenter
Inventer
Centroid
Orthocenter
That's all I got hope this helps all y'all š¤