According to you the concept you gave about Anti symmetry is wrong here If (a,b)∈R,(b,a)∈R⇒ a=b,for all a,b∈A is the right equation for anti symmetry.And symmetry and anti-symmetry are not opposite
sir jo aapne transitive ke liye R5 bataya uske according dekhe , to R9 me (4,2),(2,4) ko swap kre to (2,4),(4,2) so it is (2,2) to sir ye to present h set me...fir ye transitive kyu nhi hua ???
According to you the concept you gave about Anti symmetry is wrong here If (a,b)∈R,(b,a)∈R⇒ a=b,for all a,b∈A is the right equation for anti symmetry.And symmetry and anti-symmetry are not opposite
According to you the concept you gave about Anti symmetry is wrong here If (a,b)∈R,(b,a)∈R⇒ a=b,for all a,b∈A is the right equation for anti symmetry.And symmetry and anti-symmetry are not opposite
Thanks sir.... excellent teaching 👌
excllent teaching sir
you are awesome sir
R8 can't be transitive as it includes (3,1) & (1,4) then there should be (3,4) but that is not in the set.. ?!!
yes! it's not transitive
Thank you sir, dher ghante baad exam hai
u are god sir
kal exam hai aur aaj padd rahe hai sab!
waah bete kaunsa clg
R8 not Transitive
Why you're not taking Assymetric
Irreflexive sir
A×A mey toh sab element rahega?
thank you sir, kal exam hain
Kaisa rha
According to you the concept you gave about Anti symmetry is wrong here
If (a,b)∈R,(b,a)∈R⇒ a=b,for all a,b∈A is the right equation for anti symmetry.And symmetry and anti-symmetry are not opposite
Sir R7 antisymmetric me nhi ayega kya?
No
sir jo aapne transitive ke liye R5 bataya uske according dekhe , to R9 me (4,2),(2,4) ko swap kre to (2,4),(4,2) so it is (2,2) to sir ye to present h set me...fir ye transitive kyu nhi hua ???
because in r9 (1,3)(3,1) so it should be (1,1) so (1,1) doesnt exist in r9
According to you the concept you gave about Anti symmetry is wrong here
If (a,b)∈R,(b,a)∈R⇒ a=b,for all a,b∈A is the right equation for anti symmetry.And symmetry and anti-symmetry are not opposite
According to you the concept you gave about Anti symmetry is wrong here
If (a,b)∈R,(b,a)∈R⇒ a=b,for all a,b∈A is the right equation for anti symmetry.And symmetry and anti-symmetry are not opposite