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Point D is in the interior of ∠ABE and point E is in the interior of ∠DBC. If m∠ABE=74º, m∠DBC=103º, and m∠ABC=136º, what is m∠DBE?
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Point D is in the interior of ∠ABE and point E is in the interior of ∠DBC. If m∠ABE=74º, m∠DBC=103º, and m∠ABC=136º, what is m∠DBE?

User Katya
by
3.4k points

2 Answers

6 votes

Answer:

41° I believe....

Explanation:

User Kapa
by
4.1k points
3 votes

Answer:

41

Explanation:

ABC = ABD + DBC

136 = ABD + 103

136 -103 = ABD

33 = ABD

ABE = ABD + DBE

74 = 33 + BDE

74 -33 = DBE

41 = DBE

Point D is in the interior of ∠ABE and point E is in the interior of ∠DBC. If m∠ABE-example-1
User Madu
by
3.3k points
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