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Get an answer for 'The ,mean,, ,unique, mode, median and range of 21 positive integers is 21. What is thelargest value that can be in this sequence? Also find such a sequence' and find homework help ...

To say that initial algebras are unique up to isomorphism means that they are all equivalent to each other with respect to the equivalence relation of isomorphism." Very well put. It's a shame that not enough of our mathematical education (and texts) anymore is expressed in terms of a relation , when it's often a very valuable way of defining and understanding the connection between algebraic structures.

In mathematics, and logic, the term "uniqueness" refers to the property of being the one and only object satisfying a certain condition. This sort of quantification is known as uniqueness quantification or ,unique, existential quantification, and is often denoted with the symbols "∃!" or "∃ =1".For example, the formal statement ∃! ∈ (− =) ...

1. existing as the only one or as the sole example; single; solitary in type or characteristics. 2. having no like or equal; unparalleled; incomparable. 3. limited in occurrence to a given class, situation, or area. 4. not typical; unusual: She has a very unique ability to inspire people. n.

Unique means there is only one such set. For example ∅ is unique because if we suppose there are two such sets, we will show that they are subsets of each other, meaning it is the same set. Nothing in set theory (axiomatic that is) is redundant every axiom must be precise and necessary.

Meaning, / ,definition, Example = equals sign: equality: 5 = 2+3 5 is equal to 2+3 ≠ not equal sign: inequality: 5 ≠ 4 5 is not equal to 4 ≈ approximately equal: approximation: sin(0.01) ≈ 0.01, x ≈ y ,means, x is approximately equal to y > strict inequality: greater than: 5 …

1/12/2006, · To say that a function, satisfying certain conditions is "unique" means that it is the only function satisfying those conditions. For example, there is a unique function, y (x), satisfying y"= -y, y (0)= 0, y (1)= 1. (That unique function is y (x)= sin (x).) Log in or register to reply now!

Unique means that a variable, number, value, or element is one of a kind and the only one that can satisfy the conditions of a given statement.

unique, point ,in mathematics means, that solution will be only one point it can be any but only one. in similar manner ,unique, line and plane ,means, it can be any line or plane but it has to be one line and one plane. Explanation: i have wrote the answer.

29/1/2011, · ",Unique," ,means, the same ,in mathematics, as in ordinary usage. It ,means, the only one of its kind in a particular context. If x =2, is x ,unique,? ,Unique, in what context? Is x supposed to be a solution to an equation? Which equation? x = 2 is a ,unique, solution to the equation x - 2 = 0.

Isomorphism is an equivalence relation on algebraic structures. To say that initial algebras are unique up to isomorphism means that they are all equivalent to each other with respect to the equivalence relation of isomorphism. @AlfredRossi 's example is an excellent illustration of …

Definition, of ,unique, in the ,Definitions.net, dictionary. ,Meaning, of ,unique,. What does ,unique mean,? Information and translations of ,unique, in the most comprehensive dictionary ,definitions, …

Get an answer for 'The ,mean,, ,unique, mode, median and range of 21 positive integers is 21. What is thelargest value that can be in this sequence? Also find such a sequence' and find homework help ...

Meaning, / ,definition, Example = equals sign: equality: 5 = 2+3 5 is equal to 2+3 ≠ not equal sign: inequality: 5 ≠ 4 5 is not equal to 4 ≈ approximately equal: approximation: sin(0.01) ≈ 0.01, x ≈ y ,means, x is approximately equal to y > strict inequality: greater than: 5 …

By definition, "unique" indicates there is only one. What is the definition of the Range in math? Subtract the smallest number from the largest number in the list.