Question
Which two equations can be used to determine the measure of these two adjacent angles? (2 points) Responses 2x+3=x−6 2 x plus 3 is equal to x minus 6 3x−3=180 3 x minus 3 is equal to 180 (2x+3)−(x−6)=180 open paren 2 x plus 3 close paren minus open paren x minus 6 close paren is equal to 180 (x+6)−(2x+3)=180 open paren x plus 6 close paren minus open paren 2 x plus 3 close paren is equal to 180 (2x+3)+(x−6)=180 open paren 2 x plus 3 close paren plus open paren x minus 6 close paren is equal to 180 Skip to navigation
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Answers
GPT 3.5
The equations that can be used to determine the measure of the adjacent angles are:
1) (2x+3)−(x−6)=180
This equation represents the measure of the adjacent angles by subtracting the smaller angle (x-6) from the larger angle (2x+3), which equals 180 degrees.
2) (x+6)−(2x+3)=180
This equation represents the measure of the adjacent angles by subtracting the larger angle (2x+3) from the smaller angle (x+6), which equals 180 degrees.
1) (2x+3)−(x−6)=180
This equation represents the measure of the adjacent angles by subtracting the smaller angle (x-6) from the larger angle (2x+3), which equals 180 degrees.
2) (x+6)−(2x+3)=180
This equation represents the measure of the adjacent angles by subtracting the larger angle (2x+3) from the smaller angle (x+6), which equals 180 degrees.