Table of Contents
Can an algorithm have 0 inputs?
There are algorithms that take zero input. It is very possible but be aware that such algorithm will produce the same output whenever it is run.
Can an algorithm have zero input and zero output?
A) An algorithm can have zero or more inputs but must have one or more outputs. B) An algorithm can have one or more inputs but must have zero or more outputs. C) An algorithm can have zero or more inputs and outputs….Subscribe to GO Classes for GATE CSE 2022.
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How many minimum inputs does an algorithm have?
Explanation: the minimum input of an algorithm depend on the algorithm itself… for example for comparing two numbers the minimum input is 2…
Can algorithms have an infinite set of instructions?
First, the algorithm must have an infinite number of steps because there are an infinite number of integers greater than one. Second, the algorithm will run forever trying to count to infinity. These problems violate our definition that an algorithm must halt in a finite amount of time.
What must an algorithm have?
An algorithm must possess the following properties: finiteness: The algorithm must always terminate after a finite number of steps. definiteness: Each step must be precisely defined; the actions to be carried out must be rigorously and unambiguously specified for each case.
Does an algorithm have to output?
An algorithm must satisfy the following properties: Output: The algorithm must produce the output valuesfrom a specified set of input values. The output values are the solution to a problem. Finiteness: For any input, the algorithm must terminate after a finite number of steps.
Does an algorithm need output?
So, it boils down to the definition of an algorithm. If the empty program is seen as an algorithm, then an algorithm doesn’t need to output anything. As for your last sentence: If emitting heat is part of your computational model, then such algorithm does indeed output something.
What are the criteria of algorithm?
All algorithms must satisfy the following criteria:
- Zero or more input values.
- One or more output values.
- Clear and unambiguous instructions.
- Atomic steps that take constant time.
- No infinite sequence of steps (help, the halting problem)
- Feasible with specified computational device.
Does an algorithm have to be finite?
Yes, an algorithm should always stop after a finite number of steps, otherwise we would call it a procedure or process or computation specification. A procedure that doesn’t halt for certain inputs can be considered partial algorithms. Algorithms are more useful, since they terminate for any input.
How can an algorithm be represented?
There are two main ways that algorithms can be represented – pseudocode and flowcharts .