can someone help me with whole test.
1. David drew triangle PQR as shown:
If LQPR measures 135 degree, which statement is true for LPQR and LPRQ?
Shes not lying about either of them. So.
Step 1. Check the likes.
Step 2. Check the comments under them.
Step 3. Try to solve the problems and at least try to get them right.
You are probably expecting someone to post a series of letters -- a, c, b, a., etc.
Don't count on those letters being right.
1. Teachers change the order of the questions and answers frequently.
2. Many students post supposed answers as pranks.
B E W A R E!
Ummm is right.
To determine which statement is true for the angles LPQR and LPRQ, we need to understand the relationships between angles in a triangle.
In triangle PQR, the sum of the three angles must equal 180 degrees. Since LQPR measures 135 degrees, we can find the measure of the other two angles by subtracting 135 from 180.
180 - 135 = 45 degrees
So, LQPR measures 135 degrees, and the other two angles, LPQR and LPRQ, will both measure 45 degrees.
Now, let's consider the two statements:
Statement 1: LPQR is an acute angle.
Statement 2: LPRQ is an obtuse angle.
An acute angle is an angle that measures less than 90 degrees, while an obtuse angle measures between 90 and 180 degrees.
Since both LPQR and LPRQ measure 45 degrees, neither of them is an acute or an obtuse angle. Instead, they are both classified as acute angles because they measure less than 90 degrees.
Therefore, the correct statement is that LPQR is an acute angle and LPRQ is an acute angle as well.