1.

If the Roofean expression ( p oplus q ) ^^ ( ~ p odot q ) is equivelent ot p ^^ q where oplus , odot in( ^^ , vee ) , then the ordered pair (oplus, odot)is equal to

Answer»

`(VEE , ^^) `
`(vee, vee)`
`(^^, vee) `
`(^^, ^^)`

ANSWER :C


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