Home
Class 12
MATHS
The negation of ~ svv(~ r^^s) is equ...

The negation of `~ svv(~ r^^s)` is equivalent to : (1) `s^^~ r` (2) `s^^(r^^~ s)` (3) `svv(rvv~ s)` (4) `s^^r`

Text Solution

Verified by Experts

`~(-s vv (~ r ^^ s))`
`~(~s) ^^ ~ ( ~ r ^^ s)`
`s ^^ ( ~ (~r) vv ~ s)`
`s ^^ ( r vv ~ s)`
`( s ^^ r) vv ( s ^^ ~ s) `
`s ^^ r vv f`
`s ^^ r`
Answer
Promotional Banner

Topper's Solved these Questions

  • LINEAR INEQUALITIES

    JEE MAINS PREVIOUS YEAR|Exercise All Questions|1 Videos
  • MATRICES

    JEE MAINS PREVIOUS YEAR|Exercise All Questions|13 Videos

Similar Questions

Explore conceptually related problems

Negation of statement -s vv(-r^^s) is

The negation of the Boolean expression ~s vv (~ r ^^ s) is equivalent to:

The negative of -s vv(-s^^r) is equaivanlent to :(a)s vv(r vv sim s)(b)s^^r(c)s^^-r(d)s^^(r^^-s)

If the statement p and q are true and the statements r and s are false, fing the truth values of : (1) (~pvvq)to(s^^~r) (2) [p^^(q^^r)]vv[(pvvq)^^(~rvvs)] (3) ~[(~p^^r)vv(sto~q)]iff(p^^r) .

Let R be the real line. Consider the following subsets of the plane RxxR . S""=""{(x ,""y)"":""y""=""x""+""1""a n d""0""<""x""<""2},""T""=""{(x ,""y)"":""x-y"" is an integer }. Which one of the following is true? (1) neither S nor T is an equivalence relation on R (2) both S and T are equivalence relations on R (3) S is an equivalence relation on R but T is not (4) T is an equivalence relation on R but S is not

If r and s are roots of x^(2) + px + q = 0 , then what is the value of (1//r^(2))+ ( 1//s^(2)) ?

If r and s are variables satisfying the equation (1)/(r+s) =1/r+1/s. The value of ((r )/(s ))^(3) is equal to :