Hello if anyone could help, kinda last minute! Thank you!

A logic gate that takes in two inputs T (for true) and F (for false)has only four input combinations. They are: TT, which stands for both inputs being true; TF, which means only the first input is true; FT, which denotes only the second input is true; and FF, which signifies none of the inputs is true These four input groupings restrict logic gates to only four output combinations TT can either produce a T or F. And the same is true for the other three. TF can only output T or F; FT must yield either T or F. And FF can only give T or F. If we keep the order of the four input possibilities (TT, TF, FT, FF), we can summarize the outputs in one line. For example, TTTT means the input TT gives us T; TF gives us T; FT gives us T; and FF gives us T By simplifying in this way, we can list all output combinations. They are: 1. TTTT (pointless) 2. TTTF or 3. TTFT 5. TFTT 6. TFTF 7. TFFT xnor 8. TFFF and 9. FTTT nand 10. FTTF xor 11. FTFT 12. FTF 13. FFTT 14. FFT 15. FFFT nor 16. FFFF (pointless) Next to eight of the output combinations is information about the logic. "and", for instance, gives us T only when the input is TT. TF, FT, and FF give us F