For two vertical angles with measures m 22 = (5a + 23) ° and m/4 = (3z + 35) ° , whatis the measure of each angle? (1 point)
To find the measure of each angle, we need to set up an equation by setting the two angles equal to each other since they are vertical angles.
m 22 = m/4
(5a + 23) ° = (3z + 35) °
Now we can solve for the value of a and z.
5a + 23 = 3z + 35
5a - 3z = 35 - 23
5a - 3z = 12
To further simplify the equation, we divide both sides by 1 to isolate the variables on one side.
5a - 3z = 12
Divide both sides by 1
5a/1 - 3z/1 = 12/1
5a - 3z = 12
Now, we have an equation that relates a and z. We can solve this equation by substituting a value for a or z, or by using another equation relating a and z. However, we need more information or equations to solve for the variables a and z.