1. if MNO is = to QSR witch of the following is true?

2.The triangles shown are congruent. Find the measure of P

3.Which congruence statement says the same thing as ABC = DFE

4.Note: Remember to show all of the steps that you use to solve the problem. Be sure to use the text box where the question mark (?) first appears to show your mathematical work. You can use the comments field to explain your work. Your teacher will review each step of your response to ensure you receive proper credit for your answer.<br><br>The two figures shown below are congruent. Identify the corresponding sides and angles. an somebody explain how to do that cause i have no idea...

1. To determine whether the statement "MNO is equal to QSR" is true or not, you need to compare the two entities.

- If "MNO" is a variable or a mathematical expression that is equal to "QSR", you can solve for the values of M, N, and O and compare them with the corresponding values of Q, S, and R.
- If "MNO" and "QSR" are different terms or words, you need to understand the context or definitions behind them to determine if they can be equal to each other.

2. Without a visual representation or specific information about the triangles, it's not possible to provide an answer for the measure of angle P. To find the measure of angle P, you would typically need either the lengths of the sides or additional angle measures of the triangle.

3. To determine the congruence statement that is equivalent to "ABC = DFE", you need to compare the corresponding sides and angles of triangle ABC with those of triangle DFE. The congruence statement follows the pattern: corresponding sides and angles being equal.

For example, if angle A corresponds to angle D, side AB corresponds to side DF, and side BC corresponds to side FE, then the congruence statement would be:

∆ABC ≅ ∆DFE

Make sure to compare all three pairs of corresponding sides and angles to confirm the congruence statement.

4. Without the specific figures mentioned, it is not possible to provide a direct answer to the question. However, to identify corresponding sides and angles of congruent figures, you need to examine their properties.

Corresponding sides are sides that are in the same relative position in each figure. Corresponding angles are angles that are in the same relative position in each figure.

To identify corresponding sides, check if the sides have the same length or are proportional in both figures. To identify corresponding angles, check if the angles have the same measure in both figures.

Once you have identified the corresponding sides and angles, you can label them using the same letters or symbols. The corresponding sides and angles will have the same labeling in both figures.

Remember to provide specific information or a visual representation of the figures so that a more accurate and detailed explanation can be provided.

it is too bad you can't post figures here. Without that, it makes no sense.