Hi all, I have a strange question and I'm looking for pointers. Assume that you can multiply two 8-bit values in hardware and get a 16-bit result (e.g. ROM lookup table). It's straightforward to use this to multiply two 16-bit values: AABB * CCDD ---- PPPP = BB*DD QQQQ00 = BB*CC RRRR00 = AA*DD SSSS0000 = AA*CC -------- 32-bit result But if the hardware can only provide the low eight bits of the 8-bit by 8-bit multiply, is it still possible to do a 16-bit by 16-bit multiply? Next question, is it possible to do 16-bit division when the hardware can only do 8-bit divided by 8-bit. Ditto 16-bit modulo with only 8-bit modulo? Yes, I could sit down and nut it all out from scratch, but I assume that somewhere this has already been done and I could use the results. Thanks in advance for any pointers. Warren ** Back story. I'm designing an 8-bit TTL CPU which has 8-bit multiply, divide and modulo in a ROM table. I'd like to write subroutines to do 16-bit and 32-bit integer maths.