Given: AB is greater than BD, Angle ADB = Angle C
Prove: AD is greater than DC

Question

Given: AB is greater than BD, Angle ADB = Angle C
Prove: AD is greater than DC

anonymous · Answer

|dw:1355376858564:dw|

anonymous · Answer

I have steps 1 and 4

Statements:
1. AB is greater than BD, Angle ADB = Angle C
2. ?
3.?
4. AD is greater than DC

Reasons:
1. Given
2. ?
3.?
4. ?

anonymous · Answer

are you helping?

anonymous · Answer

(haha sorry, i tried thinking i got it.. but then i got stuck and my internet exploded. sorry!)

anonymous · Answer

it ok lol, I have time :)

anonymous · Answer

is that all the information you're given? nothing else? (is the picture exact?)

anonymous · Answer

yes the picture is exact. It is 4 steps

I think statement #3 would be Angle A = angle C by substitiution...

anonymous · Answer

but you already said that angle ADB equals angle C

anonymous · Answer

That is why i;m confused I ahd asked a few others and they couldn't help either O_o

anonymous · Answer

do you know if any of the sides of the triangles are congruent?

anonymous · Answer

no

anonymous · Answer

hmmm. well. |dw:1355379603648:dw| was it like this? was line BD straight up like this?

anonymous · Answer

BD was not st. it was angled