Prove: If two angles are supplementary, they also form a linear pair.
1 answer:
The Image that provides the best counterexample for this statement is option d.
<h3>How do you prove the statement?</h3>Note: the converse of "when two angles makes a linear pair, so they are supplementary." and as such, if there are supplementary that are two angles, then, they also make a linear pair.
Note that Linear Pair is said to be the pair of adjacent angles made if two lines are known to intersect (image attached)
Therefore, If two angles makes a linear pair, the angles are known to be supplementary, and it is one that their measures add up to 180°.
So, The Image that provides the best counterexample for this statement is option d.
Learn more about supplementary angles from
#SPJ1
You might be interested in
Answer:
6.) x=5/4
7.) x=-6
Also, since your worksheet in paratheses says it would help to graph number 7, I attached a graph for it. :)
Step-by-step explanation:
Just ask!
Hope this helps. :))
Sorry if I'm wrong.
~Happy Holidays!!~ o(*￣▽￣*)ブ
