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Use the relationship between supplementary angles to determine the value of y if x = 125 degrees
If x is 125 degrees and the angles are supplementary, it means that the sum of x and y is 180 degrees.
So, x + y = 180 degrees
Substituting x = 125 degrees:
125 degrees + y = 180 degrees
To solve for y, we can subtract 125 degrees from both sides of the equation:
125 degrees + y - 125 degrees = 180 degrees - 125 degrees
y = 55 degrees
Therefore, if x = 125 degrees, y would be 55 degrees to satisfy the condition of supplementary angles.
Angles a and b are supplementary angles. What is the value of m angle a if m angle b =43 degrees?
If angles a and b are supplementary, it means that the sum of their measures is equal to 180 degrees. So, we have:
m angle a + m angle b = 180 degrees
Given that m angle b = 43 degrees, we can substitute the value:
m angle a + 43 degrees = 180 degrees
Now, to find the value of m angle a, we can subtract 43 degrees from both sides:
m angle a = 180 degrees - 43 degrees
m angle a = 137 degrees
Therefore, the value of m angle a is 137 degrees.
Use the relationship between supplementary angles angle a and angle b. What is m angle a if m angle b =121 degrees?
If angles a and b are supplementary, it means that the sum of their measures is equal to 180 degrees. So, we have:
m angle a + m angle b = 180 degrees
Given that m angle b = 121 degrees, we can substitute the value:
m angle a + 121 degrees = 180 degrees
Now, to find the value of m angle a, we can subtract 121 degrees from both sides:
m angle a = 180 degrees - 121 degrees
m angle a = 59 degrees
Therefore, the value of m angle a is 59 degrees.
Are the angles supplementary if m angle a = 98 degrees and m angle b = 88 degrees?
To determine if two angles are supplementary, we need to check if their measures add up to 180 degrees. In this case, we have:
m angle a = 98 degrees
m angle b = 88 degrees
If we add the measures of angle a and angle b:
98 degrees + 88 degrees = 186 degrees
Since 186 degrees is not equal to 180 degrees, we can conclude that the angles are not supplementary.