Home
Class 12
MATHS
Using truth table ,prove that pharrq-=(p...

Using truth table ,prove that `pharrq-=(p^^q)v(~p^^~q)`.

Promotional Banner

Similar Questions

Explore conceptually related problems

Without using truth table prove that: p harr q -=(p^^q)vv(~p^^~q)

Without using truth table, prove that: p harr q -= ~(p^^~q)^^~(q^^~p)

Without using truth table prove that: (p^^q)vv(~p^^q)vv(p^^~q)-=pvvq

Using truth table prove that ~p ^^ q -=(p vv q) ^^ ~p

Without using truth table prove that: (pvvq)^^(pvv~q)-=p

Without using truth table prove that: ~[(pvv~q)rarr(p^^~q)]-=(pvv~q)^^(~pvvq)

Answer the following questions Using truth table prove that p vv (q ^^ r) -= (p vv q) ^^ (p vv r)

Using truth table show that - (p vv q) vv (~ p ^^ q ) is logically equivalent to ~ p.

Using truth table verify that ~(p vv q) -= ~p ^^ ~q

If p and q are two given statements the prove that , ~(phArrq)-=(p^^~q)vv(q^^~p)