Question

Escribe todas las posibles combinaciones que pueden haber entre 4 bits.

Answer 1

Answer:

The answer is "$\bold{2^n\ \ _{where} \ \ \ n \ is\ bit }$"

Explanation:

The Combinations could be produced by using n-bits $2^n$ . It s enables you to generate the 4-bit numbers that are:

$\to 2^4 = 16$ combinations.

for the 4-bit, the combination of 2 = 16, which are its possible combination and for the   10 variations  appropriate 16 combinations are used,  As we know for 4 bit 16 Combinations can be generated which are from 0 to 15.