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OpenStudy (anonymous):
HanAkoSolo (jamierox4ev3r):
angle four is congruent because of the corresponding angle property
HanAkoSolo (jamierox4ev3r):
does that make sense @Ambbiiee
OpenStudy (anonymous):
since lines are parallel therefore
\[\angle 4 \cong \angle 6 \] by corresponding angle property
HanAkoSolo (jamierox4ev3r):
right, and angle 2 is not because it is supplementary to angle 4, not equivalent
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OpenStudy (anonymous):
since lines are parallel therefore
∠4≅∠6 (by corresponding angle property)
but
∠4≅∠3 (Vertically opposite angles)
therefore
∠3≅∠6 (Angle 3 is also congruent to 6)
HanAkoSolo (jamierox4ev3r):
right but that is not what the question is asking
OpenStudy (anonymous):
since ∠4≅∠6 (by corresponding angle property)
but
∠4≅∠3 (Vertically opposite angles)
therefore
∠3≅∠6 (By the property of transitivity)
OpenStudy (anonymous):
therefore its D right ?
OpenStudy (anonymous):
but ∠4 is there so option B should be correct
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HanAkoSolo (jamierox4ev3r):
option B is correct because it is asking you which one is equivalent and that would be answer B because they are corresponding angles