The simplified equation corresponding to the measures of the angles is:
3X - 22 = 90
The picture shows an angle with DGENS what is the simplified equation corresponding to the measures of the angles?
3X -22 equals 90
7X -22 equals 90
3X -22 equals 180
7X -22 equals 180
5 answers
For two vertical angles with measures M one equals 4X +26 and M3 equals 3X +32. What is the measure of each angle
6
24
50
64
6
24
50
64
The measure of each angle can be found by equating the measures of the vertical angles. Therefore, we have:
4X + 26 = 3X + 32
To solve for X, we subtract 3X from both sides:
4X - 3X + 26 = 3X - 3X + 32
X + 26 = 32
Next, we subtract 26 from both sides to isolate X:
X + 26 - 26 = 32 - 26
X = 6
Now that we have the value of X, we can substitute it back into one of the expressions to find the measure of each angle:
M1 = 4X + 26
M1 = 4(6) + 26
M1 = 24 + 26
M1 = 50
Therefore, the measure of each angle is 50.
4X + 26 = 3X + 32
To solve for X, we subtract 3X from both sides:
4X - 3X + 26 = 3X - 3X + 32
X + 26 = 32
Next, we subtract 26 from both sides to isolate X:
X + 26 - 26 = 32 - 26
X = 6
Now that we have the value of X, we can substitute it back into one of the expressions to find the measure of each angle:
M1 = 4X + 26
M1 = 4(6) + 26
M1 = 24 + 26
M1 = 50
Therefore, the measure of each angle is 50.
Used At Ridd to answer the question the image shows of an angle with 12345 the M2 equals 47 uses information in the information on the diagram to answer all of the following parts. There are six parts with one point each right in equation to solve for the M1
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