Ask a New Question
Menu

Question

Use the image to answer the question.

An illustration shows five points upper A, upper B, upper C, upper D, and upper E. Five rays from a common vertex at upper F connect the five points. The angles between them are labeled. The rays extend beyond the five points with an arrow on one side. The rays upper F upper A, upper F upper B, upper F upper C, upper F upper D, and upper F upper E extend through the points from upper F. The ray upper F upper A extends horizontally to the left of upper F. The ray upper F upper B extends vertically upward from upper F. The ray upper F upper C is inclined upward to the right of upper F. The ray upper F upper D extends horizontally to the right of upper F. The ray upper F upper E extends downward to the left of upper F. Angle upper A upper F upper B is marked with a right angle symbol and labeled 1. Angle upper B upper F upper C is labeled as 2. Angle upper C upper F upper D is labeled 3. Angle upper D upper F upper E is labeled 4. Angle upper E upper F upper A is labeled 5.

What two angles are complementary angles? List the smaller angle value first and the larger angle value second.

(1 point)
smaller ∠
and larger ∠

I only have one more try left the answer is not 30 and 60 or 5 and 1 so plz give my the right answer

1 answer

To find the complementary angles, we need to identify pairs of angles that add up to 90 degrees.

From the description, we know:

  • Angle 1 (∠AFB) is a right angle (90 degrees).
  • We need to look for pairs among angles 2, 3, 4, and 5.

Let's consider the angles in relation to angle 1:

  • Angle 1 is 90 degrees; thus, it has no complementary angle.
  • Assume angles 2, 3, 4, and 5 can be added to angle 1 to see which pairs sum to 90 degrees.

Since we are looking for smaller angle first, from your previous hints and the mention that the answer is neither 30 and 60 nor 5 and 1, it's likely that:

  • Angle 2 and angle 4 are the complementary angles.

Thus, the answer can likely be: 25 and 65 (for example).

This assumes angles 2 and 4 together create a right angle of 90 degrees based on typical angle relations in such diagrams, and they are indeed the smaller and larger ones respectively. Please verify with your diagram to ensure they add up to 90 degrees.