+14 I know I'm not supposed to have help for homework problems but I'm really stuck on these 3, if possible can you please help and explain? Much appreciated. 
(A) The figure below is not drawn to scale. We are given the angle measures in the figure below. Which of AB, AC, AD, BC, BD, and CD is the shortest side.
(B) The figure below is not drawn scale. We are given that ∠ADB is obtuse.
Which of the following statements must be true? (Scroll down and select A, B, C, or D)
i. BD < AB
ii. CD < AB
A: (i) only
B: (ii) only
C: (i) and (ii)
D: neither (i) nor (ii)
(C)The figure below is not drawn to scale. We are given that ∠ADB is obtuse and that AD bisects ∠BAC.
Which of the following statements must be true? (Scroll down and select A, B, C, or D)
i. AD < BC
ii. CD < AB
A: (i) only
B: (ii) only
C: (i) and (ii)
D: neither (i) nor (ii)
+14 Also I'm a new user, so please tell me if these images work or not ... many thanks!
+539 I can start on the first question...
The shortest side would be the one across from the smallest angle since the larger the angle, the opposite side gets bigger in comparison to the others. (just look at a right triangle)
+539 I mean i dont know much about it myself since geo is my worst subject
But It should be that the smallest side of a triangle is opposite to the smallest angle in a triangle
+14 Thank you for your help anyways, can you judge if this is correct? -
I did some calculations and got CD, not sure if I'm right, may someone please check this answer? I just compared all the lengths to AD after figuring out it's side length, is this the right way to go?
As for the third one I know ii is true but I'm not sure about i ...
+129852 First one
Angle ADC = 180 - 120 = 60°
So angle CAD = 180 - 60 - 65 = 55°
The length of the sides are in line with their opposite angles
Greatest angle opp greatest side
Next greatest angle opp next greatest side
Least angle opp shortest side
So
AD > AC > CD (1)
And note that angle ADB = 180 - 120 - 35 = 25°
So AB > BD > AD (2)
So (1) and (2) imply that
AB > BD > AD > AC > CD
So CD is the shortest side (clearly, BC is greater than CD)
+129852 (B)
Since angle ADB is obtuse....it is the greatest angle in triangle ADB
So BD < AB
We can't say anything about the relationship between CD and AB....we would have to know something about the ,measures of angles CAD and DAB
For instance angle ADB is obtuse so BD < AB
But here CD is clearly > AB
+118677 Next time please post only one question at a time.
If I had seen it before the other answerers this question would have been deleted.
But it appears that you tried to learn from their answers so it is probably just as well they saw it before me.
Next time, just one question though.
I'm still kind of confused ... 
