"Store tender -- is a tender of a store" is a definition that is (a)   ?

One which can be predicated of two or more individuals or things in exactly the same sense.

(a)  

Is the sum total of essential qualities which constitute a term.

(a)  

(a)   apprehends or grasps the nature or essence of the perceived object out of the perceptual image.

(a)   is the intellectual image of a thing or the intellectual apprehension of a thing.

It is a statement that gives the meaning of a term.

(a)  

"Clarity -- not vagueness" is an example of a definition that is (a)   ?

Is the totality of referents to which the term/idea can be applied.

(a)  

(a)   are so mutually exclusive that there is no middle ground or third possibility between them.

(a)   are those which represent two extremes among objects of a series belonging to the same class.

(a)   are those wherein one signifies perfection and the other denies perfection in a subject which naturally ought to posses.

(a)   those wherein one affirms what the other denies. 

(a)   are those wherein one cannot be understood without the other. 

(a)   the term to be defined; word whose meaning has to be explained

(a)   It expresses what the name means, not what the thing is.

(a)   indicates the meaning of a term by showing or pointing at the object.

(a)   gives the origin of the word (root word)

(a)   tells us what the thing is.

"Knife is an instrument for cutting" is an example of a (a)   definition.

"A doctor is a surgeon" is an example of a (a)   definition.

(a)   furnishes the mode of the origin of a thing.

(a)   gives the purpose/end on account of which a thing is produced.

(a)   gives the natural characteristics of a

thing that follows necessarily from the essence of the thing.

(a)   is one whose referent is tangible, or can be perceived by the senses.

(a)   is one whose referent is intangible, or can be understood only by the mind.  It may denote the property of a thing, which is considered an entity by itself.

(a)   is one which has no actual referents but only imaginary ones. There is nothing actually existing to which it can be applied.

(a)   one which can be predicated of two or more individuals or things in exactly the same sense.

    It admits only one meaning.

(a)   admits of two or more meanings.  It can be predicated of many in an entirely different sense.

(a)   is one which is predicated of two or more things in a sense that is partly the same and partly different.

(a)   is one which stands for a class as a whole but also for each member of that class.

(a)   is one which stands for an indefinite number of individuals of a class, of persons or things.

(a)   refers to a group or collections of objects or individuals regarded as a unit.

(a)   is one which stands for a single individual or object or group of persons or objects.

(a)   is the collection of the totality of things/ referents which can be correctly

referred to by the term.