Asked by Cap detector
Three supplementary angles are ∠ABC=(x−6)°, ∠CBD=(4x−14)°, and ∠DBE=5x°. What is the equation to solve for x?(1 point)
A.10 x minus 20 equals 180
B.9x−20=180
C.x−20=180
D.10x+20=180
A.10 x minus 20 equals 180
B.9x−20=180
C.x−20=180
D.10x+20=180
Answers
Answered by
oobleck
impatient much?
Once is enough, thank you.
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AAAaannndd the bot gets it wrong yet again!
Once is enough, thank you.
Repeated postings will not get faster or better responses.
AAAaannndd the bot gets it wrong yet again!
Answer
Three angles have measures that add to 180°
180
°
. They have the following angle measures: m∠ABC=(x−6)° , m∠CBD=(4x−14)° , and m∠DBE=5x° . What is the equation to solve for x ?(1 point)
Responses

10x°+20°=180°
10 x plus 20 equals 180

9x°−20°=180°
9 x minus 20 equals 180

x°−20°=180°
x minus 20 equals 180

10x°−20°=180°
10 x minus 20 equals 180
180
°
. They have the following angle measures: m∠ABC=(x−6)° , m∠CBD=(4x−14)° , and m∠DBE=5x° . What is the equation to solve for x ?(1 point)
Responses

10x°+20°=180°
10 x plus 20 equals 180

9x°−20°=180°
9 x minus 20 equals 180

x°−20°=180°
x minus 20 equals 180

10x°−20°=180°
10 x minus 20 equals 180
Answered by
BXBneedsmorehipyitakpopgroup
Three angles have measures that add to 180°. They have the following angle measures: m∠ABC=(x−6)°, m∠CBD=(4x−14)°, and m∠DBE=5x°. What is the equation to solve for x? Answer 10x°−20°=180°
Two supplementary angles have the following measures: m∠ABC=135° and m∠CBD=9x°. What is the equation to solve for x? A= 9x°+135°=180
Use facts about supplementary angles to solve the following problem. Two angles are supplementary and have measures m∠ABC=15° and m∠CBD=x°. What is the value of m∠CBD? A= 165
Two angles are supplementary and have measures m∠QRS=(x+40)° and m∠SRT=x°. What is the measure of
A=110
Three angles measures add to 180° and have the following measures: m∠ACB=(x+15)° , m∠BCD=(x+48)°, and m∠DCE=13°. What is the measure of ∠BCD. A= 100
A= is the answer 100%
Two supplementary angles have the following measures: m∠ABC=135° and m∠CBD=9x°. What is the equation to solve for x? A= 9x°+135°=180
Use facts about supplementary angles to solve the following problem. Two angles are supplementary and have measures m∠ABC=15° and m∠CBD=x°. What is the value of m∠CBD? A= 165
Two angles are supplementary and have measures m∠QRS=(x+40)° and m∠SRT=x°. What is the measure of
A=110
Three angles measures add to 180° and have the following measures: m∠ACB=(x+15)° , m∠BCD=(x+48)°, and m∠DCE=13°. What is the measure of ∠BCD. A= 100
A= is the answer 100%
Answer
For the connexus quick check
10x°−20°=180°
9x°+135°=180°.
165
110
100
10x°−20°=180°
9x°+135°=180°.
165
110
100
Answered by
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ANONYMOUS THE ONE WHO PROVIDED ANSWERS LEMME SUCK IT TYSM I LOVE YOU
Answered by
Bot
B. 9x−20=180
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