check my answer please ? :) Which of these facts is used to prove that triangle ABF is similar to triangle CBE? Angle AFB is congruent to angle CEB because corresponding angles are congruent. Angle ABF is congruent to angle CBE because vertical angles are congruent. Line segment AF is congruent to line segment EC because parallel segments are congruent. Line segment AB is congruent to line segment FB because legs of an isosceles triangle are congruent. I chose A...
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help :(
ur diagram pic is hardly visible
this one should be better @mathmath333
Angle ABF is congruent to angle CBE because vertical angles are congruent
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vertical angles are equal
Angle AFB is congruent to angle CEB because corresponding angles are congruent
|dw:1413495626888:dw|
... okay
if the two lines are parallel then the corresponding angles are equal
sooo. which choice would it be?
Line segment AF is congruent to line segment EC because parallel segments are congruent \(\Large \tt \color{black}{\text{this statemant is FALSE}}\)
HOW MANY OPTIONS CAN U CHOOSE
so it is that one?? I am confused ... no offense but I hate geometry I would rather do it in school but I am not going to school because I homeschool... so i have resorted to just whipping through it...
Can u choose more than one options or only one option is allowed
only 1
in that sense Angle AFB is congruent to angle CEB because corresponding angles are congruent this option should be the one as angle AFB= angle CEB due to corresponding angles other angleFAB= angleECB due to AA symmetry the two triangle should be similar
soo... I was right :D
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