Two different logic gates giving output ' 0 ' for the inputs $(0,1)$ and then for $(1,0)$ are
Two different logic gates giving output ' 0 ' for the inputs $(0,1)$ and then for $(1,0)$ are
'AND', 'NAND'
'NAND', 'NOR'
' $\mathrm{OR}$ ', 'AND'
'NOR', 'AND'
Solution
In AND gate, output is 1 only if both the inputs are ' 1 '. Hence output will be ' 0 ' for $(0,1)$ and $(1,0)$
In NOR gate, output is ' 1 ' only if both the inputs are ' 0 '. Hence output will be ' 0 ' for $(0,1)$ and $(1,0)$