Difference between Congruent and Identical

CONGRUENT vs IDENTICAL: NOUN

Of or relating to two numbers that have the same remainder when divided by a third number. For example, 11 and 26 are congruent when the modulus is 5.
Coinciding exactly when superimposed.
Corresponding; congruous.
Coinciding when superimposed
Possessing congruity; suitable; agreeing; corresponding.
Concurring figures.
Corresponding in character.
Harmonious
Having a difference divisible by a modulus.
Corresponding in character or kind

Exactly alike; incapable of being perceived as different
Having properties with uniform values along all axes
Approximating or approaching exact equivalence.
Exactly equivalent.
Of twins, sharing the same genetic code.
Having some particular qualities or characteristics in common, but not all of them.
Not different or other; not another or others; not different as regards self; selfsame; numerically identical.
Bearing full likeness by having precisely the same set of characteristics; indistinguishable.
An equation which is true for all values of the algebraic symbols which enter into it.
Uttering sameness or the same truth; expressing in the predicate what is given, or obviously implied, in the subject; tautological.
The same; the selfsame; the very same; not different.
Of or relating to a twin or twins developed from the same fertilized ovum and having the same genetic makeup and closely similar appearance; monozygotic.
Exactly equal and alike.
Being the same.
Coinciding exactly when superimposed
(of twins) derived from a single egg or ovum
Being the exact same one; not any other:

Tn grammar, accordant; agreeing.
In logic, predicable of the same subject, as terms, or true of the same state of things, as propositions.
In mathematics, in the relation of congruence: thus, one number is said to be congruent to another relatively to a third, called the modulus, when the first two numbers on being divided by the modulus give the same remainder.
Harmoniously joined or related; agreeing; corresponding; appropriate.
In geometry, identical in shape and size.

Being the same; absolutely indistinguishable; distinguishable only as points of view of that which is one in its own being: also used loosely to express the fact that two or more things compared are the same in the particulars considered, or differ in no essential point.
Expressing identity.
Exactly alike
Being the exact same one
Not any other:

Inconsistent, Compliant, Coherent, Commensurate, Analogous, Compatible, Consistent, Consonant, Superposable, Coinciding, Coincident, Appropriate, Harmonious, Identical, Congruous

Exact, Analogous, Comparable, Different, Similar, Superposable, Monovular, One and the same, Isotropous, Very, Selfsame, Isotropic, Congruent, Same, Indistinguishable

Inconsistent, Compliant, Coherent, Commensurate, Analogous, Compatible, Consistent, Consonant, Superposable, Coinciding, Coincident, Appropriate, Harmonious, Identical, Congruous

Exact, Analogous, Comparable, Different, Similar, Superposable, One and the same, Monovular, Isotropous, Very, Selfsame, Isotropic, Congruent, Same, Indistinguishable

CPCTC: Corresponding Parts of Congruent Triangles are Congruent.
Congruent Triangles Worksheet with Answer Geometry Congruent Triangle Proofs.
Congruent and Similar Shapes Congruent Triangles Worksheet with Answer.
Home math worksheets geometry congruent triangles congruent means same.
Geometry, Prove that in an isosceles triangle, two medians are congruent, two angle bisectors are congruent, two altitudes are congruent.
Every statement and discover minimum conditions form two triangles congruent to rotations about congruent to be congruent!
Goes with the corresponding pairs that are congruent triangles are congruent triangle congruency of congruent!
Them used to congruent shapes are congruent Build an Anchor Chart and congruent figures triangles is.
CPCTC is a theorem that stands for, Congruent Parts of Congruent Triangles are Congruent.
In a circle, or congruent circles, congruent chords have congruent arcs.

In the case of identical twins, the babies have identical DNA.
For example, assume two divisions have identical operating income for the year and identical assets.
Even the bottles on the bar seemed identical, with identical quantities missing.
Replacing equipment means substituting one item for an identical or nearly identical item.
Identical genotype and an identical growth environment are thus insufficient to ensure that two cells will develop the same phenotypes.
If, however, identical things must possess identical attributes, this opens the door to various logical maneuvers.
Take two identical samples with all properties identical and combine them into a single sample.
If all three parts are identical, the end state is guaranteed to be identical.
They are chemically identical so therefore have identical properties with respect to biodegradability.
They both involve identical monthly payments for an identical period of time.