Types of Relations (GATE Problems) - Set 2

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Discrete Mathematics: Types of Relations (GATE Solved Problems)
Topics discussed:
1) GATE 2009 solved problem based on relation types.
2) GATE 2015 solved problem based on relation types.

Music:
Axol x Alex Skrindo - You [NCS Release]

#DiscreteMathematicsByNeso #DiscreteMaths #Relations #TypesOfRelations

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Sir please continue the playlist .
Because you describe the best for me to understand it easily.
Esse pahle to mujhe descrete mathematics se dar lgta th.
Thank you sir
Please continue next topic as well

dharamveerverma

"I would like to encourage you to complete the series before my exams"...(Humble request)

salonisharma

I really need 😩 next vdo....plz sir upload it fast... and Jaspreet sir really teaches outstanding ...👏 I have completed c programing playlist..and it was way better than all the other playlists...

karmakaraayon

In problem 2, in reflexivity part :
for (1, 1), (2, 2)...the combinations like [((1, 1), (1.1))...] belongs to R.
So a-b != b-a is possible for some positive integers.
But yes still the answer is R is not reflexive.

POBBATIMEGHANA

Sir plz continue the series of discrete mathematics 😭😭😭😭😭😭

itz_my_planet

Well explained.. but plz try to complete this as soon as possible bcoz I'm eagerly waiting for each video and my exms r near!

shrutisahu

Sir please complete all discrete mathematics classes

gagandeepbm

Sir please continue the series as early as possible please sir

somasekharreddydanda

Sir, plz upload files concept in c in ur channel. We are unable to use paid app (neso academy)

saijyothichalasani

Please complete lecture video on Compiler design please sir

anjaligupta-ewns

Thanks for the video my all doubt related to the relation of function is clear and most confusing topic for me to turn into Easy.

ShivamKumar-utxp

in relation R, does it mean every consecutive ordered pair has to satisfy the condition p-s=q-r ?

JosephPachuau

but it can be reflexive right if a = b? why is it not still reflexive?

jibbbbbbbbbb

Sir plz continue the series of discrete mathematics 😭😭😭😭😭😭

itz_my_planet

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