For example, the instruction "Mul $97,$ #$9,98"$ would multiply the data in memory location $97$ by the $9,$ storing the result into memory location $98.$ So if the data in location $97$ were $20,$ then the instruction would multiply $20$ by $9,$ storing the result $180$ into location $98.$ That instruction would actually be stored in memory as $0$s and $1$s$,$ such as $"01111000010010011100010",$ where $011$ specifies a multiply instruction, and $1100001,001001,$ and $1100010$ represent $97,9,$ and $98($as described previously$).$ The following animation illustrates the storage of instructions and data in memory for a program that computes F $=(9*$C$)/5+32,$ where C is memory location $97$ and F is memory location $99.$