radomes.openskiesproject.org
jwright0731
jwright0731 jwright0731
  • 23-08-2016
  • Mathematics
Answered

If E is on the interior of ∠ABD, m∠ABE = (2x - 5)°, m∠EBD = (x + 1)°, and m∠ABD = 50°, find the value of x.

Verified Answer :

Tucon
Tucon Tucon
  • 23-08-2016


\(\displaystyle \\ m\ \textless \ ABE + m\ \textless \ EBD = m\ \textless \ ABD \\ \\ (2x - 5)^o + (x + 1)^o = 50^o \\ \\ 2x-5+x+1=50 \\ \\ 3x - 4 = 50 \\ \\ 3x = 50+4 \\ \\ 3x = 54 \\ \\ x = \frac{54}{3} = \boxed{18^o}\)



Answer Link

Related Questions

What would I draw for this
which comes first in the research process
what are two american documents that reflect important american values
What is 68 out of 80 as a percent
1 stacey is selling tickets to the school play the tickets are 8 for adults and 5 for children she sell twice as many tickets as children s tickets and brings i
Which sentence is correct Who do you want to sing Whom will sing next Give it back to the one whom gave it to you I know the person who asked to go
What do you need for Spanish class
When two fractions refer to the same whole and have the same denominator explain why you can compare only the numerator
The warmest layer of Earths atmosphere is the a Stratosphere b Thermosphere c Troposphere d Mesosphere
Resolve to me these exercises please