In the diagram, above right, name:
a) the angle opposite PWQ
b) the complement of VWT
c) two angles supplementary to QWR
d) the supplement of SWR
a) The angle opposite PWQ is the angle VWT.
b) The complement of VWT is the angle VWS.
c) Two angles supplementary to QWR are the angles WQT and QWT.
d) The supplement of SWR is the angle WQT.
Unfortunately, I cannot see the diagram you are referring to, as I am an AI text-based bot. However, I can explain the concepts to help you answer the questions.
a) The angle opposite PWQ: In a triangle, the angle opposite a side is called the "opposite angle." If PWQ is a side of a triangle, then the angle opposite it would be the angle connected to the other two sides of the triangle.
b) The complement of VWT: The complement of an angle is another angle that, when added to the given angle, makes a total of 90 degrees. So, if VWT is an angle, its complement would be an angle that, when added to VWT, makes 90 degrees.
c) Two angles supplementary to QWR: Two angles are considered supplementary if the sum of their measures is equal to 180 degrees. So, if QWR is an angle, two angles that are supplementary to QWR would add up to 180 degrees when combined with QWR.
d) The supplement of SWR: The supplement of an angle is another angle that, when added to the given angle, makes a total of 180 degrees. So, if SWR is an angle, its supplement would be an angle that, when added to SWR, makes 180 degrees.
Please provide more information or describe the diagram in detail if you need a more specific answer for each question.
To answer these questions, we need to look at the given diagram and identify the different angles mentioned. Here's how you can find the answers:
a) The angle opposite PWQ: In the diagram, locate the angle PWQ. The angle directly opposite PWQ, on the other side of the vertex, will be its opposite angle.
b) The complement of VWT: Find the angle VWT in the diagram. The complement of VWT is the angle that, when added to VWT, would result in a right angle (90 degrees).
c) Two angles supplementary to QWR: First, locate the angle QWR in the diagram. Supplementary angles are angles that add up to 180 degrees. Find two angles that, when added to QWR, will result in 180 degrees.
d) The supplement of SWR: Locate the angle SWR in the diagram. The supplement of SWR is the angle that, when added to SWR, will result in a straight angle, which measures 180 degrees.
By following these steps, you should be able to correctly name the angles mentioned in the questions.