Conversions in Numbers Systems

In digital systems, 1 byte is equal to_____bit(s).

A Nibble is equal to _____ bit(s).

The base of the hexadecimal system is:

In which numbering system can the binary number $1011011111000101$ be easily converted to?

In equation, $(2A8{)}_{16}=(x{)}_{10}=(y{)}_8$, value of $x$ and $y$ are

The equation $(2EF{)}_{16}=(x{)}_2=(9{)}_8$, value of $x$ and $y$ are

If ' $0$ ' denotes that LED is on (binary $1$) and the dark circle '$.$' denotes that LED is off (binary $0$ ). What is the decimal equivalent of the binary number displayed?
$\left(00 ... 0 . .0\right)$

In dark circle '$.$' denotes that LED is on (binary $1$) and the ' $0$ ' denotes that LED is off (binary $0$) so, the decimal value of $\left(. .00 .00 . .\right)$ is

In equation $(2106{)}_{10}=(x{)}_8$, value of $x$ is

In hexadecimal form, the value of $C$ is

In equation if $(24{)}_{10}=x_8=y_{16}$, then $\frac{x}{y}$ is

Value of $(1246{)}_{10}=(x{)}_8$, value of $x$ is

The fraction $(0.68{)}_{10}$ is equal to

The hexadecimal equivalent of $(11101000{)}_2$ is

The hexadecimal equivalent of $(11011100.10110011{)}_2$ is

The decimal equivalent of ${\left(1000100010\right)}_2$ is

The octal equivalent of $(12.25{)}_{10}$ is

The hexadecimal equivalent of $(128{)}_{10}$ is

The decimal equivalent of $(110100{)}_2$ is

The decimal equivalent of $(11101101{)}_2$ is