Home
Class 12
MATHS
Prove that ~((~p)^^q) -=pvv(~q)....

Prove that `~((~p)^^q) -=pvv(~q)`.

Text Solution

Verified by Experts

`~((~p) ^^q-=~ (~p)vv~q-=pvv(~q)`
Promotional Banner

Topper's Solved these Questions

  • MATHMETICAL REASONING

    CENGAGE PUBLICATION|Exercise Single correct answer type|38 Videos

  • MATHMETICAL REASONING

    CENGAGE PUBLICATION|Exercise Archives|10 Videos

  • MATHMETICAL REASONING

    CENGAGE PUBLICATION|Exercise Archives|10 Videos

  • LOGARITHM AND ITS PROPERTIES

    CENGAGE PUBLICATION|Exercise JEE ADVANCED|1 Videos

  • MATRICES

    CENGAGE PUBLICATION|Exercise All Questions|509 Videos

Similar Questions

Explore conceptually related problems

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

Prove that ~(~pto ~q) -=~p ^^q

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

prove that (p^^q) ^^~(pvvq) is a contradiction.

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

Prove that [(p^^~q)vv(q^^~p)]^^(pvvq)=(pvvq)^^(~qvv~p)^^(pvvq)

Prove that truth table ~(pvq)=~p~q.

Show that (p^^q)vv(~p)vv(p^^~q) is a tautology

Prove that q^^~p -=~ (q to p)

Prove that px^(q - r) + qx^(r - p) + rx^(p - q) gt p + q + r where p,q,r are distinct number and x gt 0, x =! 1 .