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Rays BA and BC are perpendicular. Point D lies in the interior of ∠ABC. If m∠ABD=(3r+5)° and m∠DBC=(5r−27)°, find m∠ABD and m∠DBC.

Rays BA and BC are perpendicular. Point D lies in the interior of ∠ABC. If m∠ABD=(3r+5)° and m∠DBC=(5r−27)°, find m∠ABD and m∠DBC.
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Rays BA and BC are perpendicular. Point D lies in the interior of ∠ABC.

If m∠ABD=(3r+5)°
and m∠DBC=(5r−27)°,
find m∠ABD
and m∠DBC.

User Bodagetta
by
8.3k points

1 Answer

2 votes
try using y=mx+b it works best
User ArnaudR
by
8.3k points
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User Necros
asked Aug 11, 2019 55.2k views
Given that ∠ABC is bisected by BD→, m∠ABD = 5(x + 3)°, and m∠DBC = (2x + 45)°, find x and m∠ABC.
Necros asked Aug 11, 2019
by Necros
8.6k points
1 answer
4 votes
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