Instead of simply citing the standard, we can arrive at the CD's data capacity by working through the numbers behind its audio format directly.
A standard audio CD, as defined by the Red Book specification, stores uncompressed stereo audio sampled at \( 44{,}100 \) samples per second, with \( 16 \) bits per sample, across \( 2 \) channels. The data rate this produces is:
\[ 44{,}100 \times 16 \times 2 = 1{,}411{,}200 \text{ bits per second} \]Converting to bytes per second:
\[ \frac{1{,}411{,}200}{8} = 176{,}400 \text{ bytes per second} \]A standard disc holds about \( 80 \) minutes of audio, which is \( 80 \times 60 = 4800 \) seconds. Multiplying the data rate by the playing time gives the total data capacity:
\[ 176{,}400 \times 4800 \approx 846{,}720{,}000 \text{ bytes} \]Converting this to megabytes (using \( 1 \text{ MB} = 1{,}048{,}576 \text{ bytes} \)):
\[ \frac{846{,}720{,}000}{1{,}048{,}576} \approx 807 \text{ MB} \]This raw audio-derived figure is close to but a bit higher than the commonly quoted 700 MB, because the widely advertised 700 MB rating is the usable data capacity after accounting for the disc's additional error-correction and formatting overhead, which is not present in this simple raw audio-bitstream calculation. Once that overhead is factored in, the practical, universally quoted capacity of a standard CD comes out to 700 MB.
Therefore, the correct answer is 700 MB.