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None. My picture is not about congruence or symmetry.

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12y ago

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What problems would occur in your picture if the objects were not congruent?

Objects are congruent if they are the same size and shape, or an exact reflection of one another. If objects are not congruent, they are dissimilar in either size, shape or both.


What problems would there be if the objects were not congruent?

None that I can think of.


What problems would there be if an object were not congruent?

not many problems, only that you would get the problem wrong:)


What else would need to be congruent to show that triangle ABC is congruent to triangle XYZ by Angle Side Angle?

Without seeing the picture, I can't tell what's already known to be congruent, so there's no way I can figure out what 'else' is needed.


Four congruent angles but not four congruent sides?

That would be a rectangle.That would be a rectangle.That would be a rectangle.That would be a rectangle.


What value of x in degrees would make segments bc and CD congruent?

If the problem is (5x+1) and your trying to figure out X. The answer is 12. (APEX)


What is the Background of the picture?

To provide an accurate answer about the background of the picture, I would need a description or context regarding the image in question. Please share details about the picture, such as its setting, objects, or people present, so I can assist you effectively.


Why isn't a gym a good place for a library study?

Noise and flying objects would be a problem.


Has 4 congruent sides and 2 pairs of congruent sides?

This shape would be a square.


Does a rectangle always have congruent sides?

The answer is no, if a rectangle's sides were congruent, it would be a square not a rectangle.


What is the symmetry shown by objects if there is one line that divides th object into halves that are mirror images?

If they are completely mirror images, then it would be Perfect Symmetry, as long as both pieces are congruent.


Can a parallelogram has consecutive sides congruent?

Yes. That would make all sides congruent; in this case, your parallelogram would be a rhombus.