Let 
be the length of the leg with one tick mark and 
the length of the leg with two tick marks.
In the upper triangle, the law of cosines says
In the lower triangle, it says
Subtract the second equation from the first to eliminate 
:
and are lengths so they must both be positive. 10 is also positive, so in order to preserve the sign on both sides of this equation, we must have
Now we have to be a bit careful. If 
is an acute angle, then as gets larger, the value of 
gets smaller. So if we have two angles 
and 
, with 
, then we would have 
.
This means in our inequality, taking the inverse cosine of both sides would reverse the inequality:
We know that 
is an angle in a triangle, so it must be some positive measure:
So we must have
Answer: Commutative property of addition
Answer:
54 degrees.
Step-by-step explanation:
All triangles equal 180 degrees. So, 180 minus 104 minus 22 equals 54. Since you can add 54, 104, and 22 together to get 180, that means that is the correct answer.
Answer: True.
Step-by-step explanation: nice face.
Answer:
4(7x+5) (x+1)
can u give me the brainiest answer
Step-by-step explanation:
