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Q: Are there at least one output value for every possible input value?
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What is the difference between a combinational and a sequential circuit?

In a combinational logic circuit, the output(s) depend only on the present values on the input, not on any previous values. In a sequential circuit, the output(s) also depend on the previous values. A sequential circuit must contain a memory element (at least one flip-flop) to hold the state of the circuit.


What is the least possible 8-digits number without repeating any digit?

The least possible integer is -98765432. The least possible positive integer is 10234567.


Does every word have syllables?

At the very least, every English word has at least one syllable.


How do you find the function for a function table?

It is easy to prove that it is impossible.Given any set of n input and output values, of x and f(x) values, it is easy to prove that there is at least one polynomial of degree n-1 which will fit them. There are, therefore, infinitely many polynomials that will fit these n pairs and any additional pair of the infinitely many choices for the "next" x and f(x).It is easy to prove that it is impossible.Given any set of n input and output values, of x and f(x) values, it is easy to prove that there is at least one polynomial of degree n-1 which will fit them. There are, therefore, infinitely many polynomials that will fit these n pairs and any additional pair of the infinitely many choices for the "next" x and f(x).It is easy to prove that it is impossible.Given any set of n input and output values, of x and f(x) values, it is easy to prove that there is at least one polynomial of degree n-1 which will fit them. There are, therefore, infinitely many polynomials that will fit these n pairs and any additional pair of the infinitely many choices for the "next" x and f(x).It is easy to prove that it is impossible.Given any set of n input and output values, of x and f(x) values, it is easy to prove that there is at least one polynomial of degree n-1 which will fit them. There are, therefore, infinitely many polynomials that will fit these n pairs and any additional pair of the infinitely many choices for the "next" x and f(x).


What is the least possible number that can be rounded off to 25000?

The least possible number that can be rounded off to 25000 is 24995.