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Help answer this question-example-1
User YosSaL
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4 votes
Answer:
Ima say yes

Explanation:
AD is bisector to BAC: True, we can see AD going through BAC
Bisector= a line that divides a line or an angle into two equivalent parts

GE is perpendicular to AB: True, we can see the perpendicular angle it creates on the intersection (the same goes for GF and AC)
Perpendicular=at an angle of 90° to a given line, plane, or surface

So we know they share a side, and angle

Extra here's some help with (HL, SAS, ASA, AAS, SSS):

Do the triangles share a side? If so, mark it.
Are there vertical angles? If so, mark them.
a) Are they right triangles?
If yes, check for a congruent leg and hypotenuse for HL
b) How many congruent angle pairs are there?

0: Go to part c.
1: Check if it is included between two congruent sides for SAS
2: Check if there is an included side between the angles for ASA or if a congruent side touches one angle only for AAS
c) How many congruent side pairs are there?

0: Not congruent
1: if it is included between two congruent angle pairs it's ASA; if it touches one angle only it's AAS
2: Check if there is an included angle between the sides for SAS; if it's a right triangle, check if you have a leg and hypotenuse for HL
d) Congruent by
or not enough information
(credit my teacher lol)



User Jason Sparks
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