Answer:
To find the simplified equation corresponding to the measures of the angles, we need to determine the equation that represents the angles in a simplified form. Let's analyze each option:
1. (3x - 22)° = 90°: This equation represents an angle of 90 degrees, where the measure of the angle is given by (3x - 22)°.
2. (3x - 22)degree = 90degree: This equation is similar to the previous one but uses the word "degree" instead of the symbol "°" to represent angles. It still represents an angle of 90 degrees.
3. (7x - 22)° = 90°: This equation represents an angle of 90 degrees, where the measure of the angle is given by (7x - 22)°.
4. (7x - 22)degree = 90degree: This equation is similar to the previous one but uses the word "degree" instead of the symbol "°" to represent angles. It still represents an angle of 90 degrees.
From the given options, both options 1 and 3 represent an angle of 90 degrees, but option 1 is simplified since it uses the coefficient 3 instead of 7. Therefore, the simplified equation corresponding to the measures of the angles is (3x - 22)° = 90°.
It's important to note that the word "degree" is interchangeable with the symbol "°" when referring to angle measures.
Step-by-step explanation:
