Having troubles wrapping my head around this design, also confused on directions

AI Thread Summary
The discussion revolves around designing a combinational circuit that takes a 3-bit input and outputs a 6-bit binary number representing the square of the input value. Participants clarify that the 3-bit input can range from 000 to 111, corresponding to decimal values 0 to 7. The output for each input is calculated by squaring the decimal equivalent, resulting in a 6-bit binary output. A truth table is proposed to map the inputs to their respective outputs, with a request for a minimized equation for the circuit implementation. The conversation emphasizes the importance of accurately representing the relationship between the input and output in the design process.
mr_coffee
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One of my questions say:
Designa combinational circuit that accepts a 3 bit number and generates a 6 bit binary number output equal to the sqaure of the input number.

Now when it says it wants a 3 bit number as the input does it mean like
ABC
000
001
010
011
100
101
110
111

then the output would be
000 000
000 001
how would u make a 6 bit output of 010 == 2 in decimal? maybe I'm confused, wait i know i am! can anyone help?
 
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Wait i get it now...
if i would multiply
111
111
i would get
110001
but how would i implement that in a truth table?
like would it be
ABC DEFGHI
111 110001
Then my min term would be DE'F'G'HI ?
 
I figured it out...
 
I have the same question. Can you explain how you did this please? I need the table with inputs and ouput and the minimized equation for it.
 
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