Convert $100111($base $2)$ to a decimal $($base $10)$ representation.

Convert $245($base $8)$ to a decimal $($base $10)$ representation.

Convert $2$AC $($base $16)$ to a decimal $($base $10)$ representation.

Convert $223($base $10)$ to a binary $($base $2)$ representation.

Convert $323($base $10)$ to an octal $($base $8)$ representation.

Convert $2044($base $10)$ to a hexadecimal $($base $16)$ representation.

Convert binary $1110100001111$ to Hexadecimal

Convert binary $101001111010$ to Octal

Convert Hexadecimal BA$17$ to Binary

Convert Octal $642$ to Binary

Binary math

a$)1011$

b$)1101$

c$)1101$

d$)101100/1011$

$+101,x_{101}{?}_{?}$

Base $8$ math

a$)114$

$+,14$

Convert mixed Binary Number $1110\mathrm{.}11$ to Decimal

Convert the $3$ digit decimal number to it's $10\text{'}$s complement number

a$)+404$

b$)-250$