Q. A relation that can be used to partition a set into equivalence classes is called

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Q. If a binary relation is antisymmetric and transitive is referred to as

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Q. A sequence is also referred to as a

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Q. Duplicate-valued elements can be attributed in a

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Q. Each member of a set can be thought of an/a

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Q. A collection of elements having an specific order is called

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Q. Total order is also called

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Q. If every pair of distinct elements in a partial order are comparable, then order is called a

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Q. Members of a set are drawn from a larger population known as

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Q. Set on which partial order is defined is called

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Q. Relation between two sets P and Q in qiven form is P ⊂ Q is

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Q. A collection of distinguishable members or elements is known to be

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Q. A set cannot have

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Q. R is an equivalence relation on set S if it has property of

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Q. Sum of reciprocals from 1 to n, called

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Q. Relation defining a function by means of an expression that includes one or more instances of itself is known to be

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Q. Factorial's definition contains a recursive part and

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Q. Recurrence relations are widely used for modelling cost of

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Q. Which of the following criterion is NOT written using the proper syntax?

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Q. How many cases are there, which are used to compare various data structure's execution time in a relative manner?

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