Q. A function can be thought as a matching between

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Q. For parameters, a specific selection of values is called

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Q. A problem definition should not include any

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Q. Operation(s) that an algorithm must fulfill is/are

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Q. An algorithm is composed of a series of

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Q. A task to be performed is known as

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Q. Number of steps composed by an algorithm should be

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Q. In problem solving solution defined constraints should be of form

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Q. Outputs of a function can also be referred to

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Q. An implementation for function that transforms an input to corresponding output is called

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Q. An algorithm must have

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Q. Process of following a method to solve a problem is called a/an

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Q. Inputs of a function can also be referred to

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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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