Home
Class 12
MATHS
The converse of p rArr (q rArr r) is...

The converse of `p rArr (q rArr r)` is

A

`(q^^-r)vvp`

B

`(~qvvr)vvp`

C

`(q^^~r)^^~p`

D

`(q^^~r)^^p`

Text Solution

Verified by Experts

The correct Answer is:
A
Promotional Banner

Similar Questions

Explore conceptually related problems

STATEMENT-1 : The converse of p rArr q " is " q rArr p and STATEMENT-2 : The inverse of p rArr q " is " ~p rArr ~q

STATEMENT-1 : (p rArr ~q) ^^ (~q rArr q) is a contradication and STATEMENT-2 : The inverse of p rArr ~p " is " ~p rArr p

The negation of p ^^ (q rarr ~ r) is

If p and q are logical statements, then p rArr (~q rArr p) is equivalent to

Construct truth table for ( p rArr q) ^^ (q rArr p)

The contrapositive of (~p ^^ q) rarr (q ^^ ~r) is

The Boolean expression ~(p rArr (~q)) is equivalent to:

Let p, q and r be three statements. Consider two compound statements S_(1):(prArr q)rArr r -= p rArr (q rArr r) S_(2):(p hArr q)hArrr -=phArr (q hArr r) State in order, whether S_(1), S_(2) are true of false. (where, T represents true F represents false)

Write the converse of the inverse of p implies q.

Projection of overset(rarr)P on overset(rarr)Q is :