External storage manufacturers constantly misrepresent the capacity of their media to consumers. The prefixes $k,M,G,$ and T technically go up by perfect ${1000}^{\text{'}}\text{'}$s$,$ but in computerspeak $($because it's base$-2,$ not base$-10),$ these prefixes are interpreted as $1024.$

Translation: If a $"kB"$ means $1000$ bytes, a computer will read it as $1000\frac{b}{1024}=0\mathrm{.}977kB.$ If a $"$MB$"=1,000"k{B}^{\text{'}\text{'}}=1,000,000$ bytes, a computer will see $1,000,000b=977kB=0\mathrm{.}954MB.$

Using the above process, calculate the usable space on my new $1"TB"$ hard drive containin $1,000,000,000,000$ bytes in true machine Terabytes. Also compute the percent error betwee what I paid for $($theoretical size $1$ TB$)$ and what I received $($your result in TB$).$