Which equation can be used to find the measure of an angle that is supplementary to POS
@Mei, why would that be an answer? I think people on this site are smart enough to know that your response was not the answer. And Steve definitely does not have the right answers so here are the choices.
A. m∠POS + m∠POQ = 180º
B. m∠POS + m∠POR = 180º
C. m∠POS + m∠ROT = 180º
D. m∠POS + m∠QOT = 180º
Next time Alyssa, provide more evidence so that people actually can try and solve it. It would help you a lot.
So what is it
m∠POS + m∠POR = 180º
wont come back to this
m(PQS) + X = 180
isn't a answer
can you explain how you did it?
To find the measure of an angle that is supplementary to angle POS, you can use the concept that supplementary angles add up to 180 degrees.
Let's assume the angle supplementary to angle POS is angle X. The equation to find the measure of angle X can be written as:
angle POS + angle X = 180 degrees
From this equation, we can solve for angle X by subtracting the measure of angle POS from both sides:
angle X = 180 degrees - angle POS
Therefore, the equation to find the measure of an angle that is supplementary to angle POS is: angle X = 180 degrees - angle POS.
@someone
Shut up-