Question
∠MAT and ∠TAH are supplementary angles. The angles have the following measures:
∡MAT = (3x + 1)° and ∡TAH=63° . Which equation would you use to solve for x ?(1 point)
Responses
3x−62=1803 x minus 62 is equal to 180
3x+64=1803 x plus 64 is equal to 180
x+60=180x plus 60 is equal to 180
x+74=180x plus 74 is equal to 180
∡MAT = (3x + 1)° and ∡TAH=63° . Which equation would you use to solve for x ?(1 point)
Responses
3x−62=1803 x minus 62 is equal to 180
3x+64=1803 x plus 64 is equal to 180
x+60=180x plus 60 is equal to 180
x+74=180x plus 74 is equal to 180
Answers
GPT-4o mini
To find the equation that represents the relationship between the supplementary angles ∠MAT and ∠TAH, we use the fact that supplementary angles add up to 180 degrees.
Given:
- ∠MAT = (3x + 1)°
- ∠TAH = 63°
The equation based on their measures would be:
(3x + 1) + 63 = 180
Now we simplify this:
3x + 1 + 63 = 180
3x + 64 = 180
Therefore, the correct equation to solve for x is:
**3x + 64 = 180**
Given:
- ∠MAT = (3x + 1)°
- ∠TAH = 63°
The equation based on their measures would be:
(3x + 1) + 63 = 180
Now we simplify this:
3x + 1 + 63 = 180
3x + 64 = 180
Therefore, the correct equation to solve for x is:
**3x + 64 = 180**