Use the diagram below to answer questions 4 and 5.
Two lines intersect at point P. On one line, point T is on the left side and point R is on the right. On the other line, point Q is on the right side and point U is on the left side.
Name an angle vertical to ∠TPQ.
A. ∠TPU
B. ∠QPU
C. ∠UPR
D. none of these
Wrong!
1. 40
2. sometimes
3. <AFE
4.<UPR
5. 132
the answers are
1.40
2.106+x=180
3.Complementary, 65
4. UPR
5.40
Nope. UPQ is a straight line.
Vertical angles share a vertex, but the ends are all different, since they do not share a common side.
im right 100% is 100% right
I think its B
the answer is C i just took the test i will give the rest when im done
To determine an angle that is vertical to ∠TPQ, we need to find an angle that is opposite ∠TPQ and shares the same vertex.
In the given diagram, ∠TPQ is formed by the intersection of line PT (with points T and P) and line QP (with points Q and P).
Let's examine the answer choices:
A. ∠TPU: This angle is not vertically opposite to ∠TPQ because it is not formed by the intersection of the same pair of lines.
B. ∠QPU: This angle is vertically opposite to ∠TPQ because it is formed by the intersection of the same pair of lines (QP and UP) and shares the same vertex (P).
C. ∠UPR: This angle is not vertically opposite to ∠TPQ because it is not formed by the intersection of the same pair of lines.
D. None of these: The answer is not D because ∠QPU is vertically opposite to ∠TPQ.
Therefore, the angle that is vertical to ∠TPQ is ∠QPU, so the correct answer is B.