12th | EXAMPLE 12.1 | DISCRETE MATHEMATICS | CHAPTER 12 | STATE BOARD | RAM MATHS

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12th | EXAMPLE 12.1 | DISCRETE MATHEMATICS | CHAPTER 12 | STATE BOARD | RAM MATHS
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This channel changed my thoughts on maths 💯🔥

sparkinthedark
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2nd subdivision new syllabus changed sir

a.dharshinixll-b
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Unga slang & Teaching... Nalairukunga sir ✨💫

konguadhitya
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U are great sir, your teaching is understandable even for slow learners also...congratulations for ⁵⁰k subscribers

kathirvel
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Sir semmaya teach pandringa sir super sir ultimate sir

Nusaiba-fv
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Ur videos are very much helpful to us sir 💯💐

smileboyyoutubechannel
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Hi sir, book la example 12.1 la neenga pota 1st mattum thaan iruku sir

MurugesanMurugesan-picu
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You are great sir ..clearly explaining tls

murugavel
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I want the math teacher like you ❤sir 🎉

suganthirrakkiyampattihm
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Apa A vuku 1 kudutha 0 thana varuthu sir yeppadi sir sollunga

balakumaresan
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Sir in 2nd subdivision, in the question itself they have given that a, b doesn't belongs to 1.The how we can solve that?

ananthavalli
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Sir let we take second subdivision as creative ?

murugavel-ut
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Sir, can you please clarify my doubt?

Sir, for the 2nd subdivision, if a*b is binary on Q\{1}, then for all a, b belongs to Q\{1}, a*b also belongs to Q/{1} but when we take a=b (eg a=b=2), a*b=1 which doesn't belong to Q\{1}. The answer should be there * is not binary on any non-empty set. Can you explain this part, sir?

navishrajas
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Thanks sir thank you very much you great

Madhanmask_ak
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Theivamey theiiivamey nanri solveen theivamey 🙏🙏🙏🙏🌍🌎🌏

muruganm
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Sir, for the 2nd subdivision, if a*b is binary on Q\{1}, then for all a, b belongs to Q\{1}, a*b also belongs to Q/{1} but when we take a=b (eg a=b=2), a*b=1 which doesn't belong to Q\{1}. The answer should be there * is not binary on any non-empty set. Can you explain this part, sir?

navishrajas
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Sir in our book given is a, b not equal to 1

shiva
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Sir second sub division question thapa ezhuthi irukiga a, b not equal to 1

MohanRaj-fcug
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Sir antha inverted A ku meaning ennna sir

harish_
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Excellent 👌👌👌 performance ippa Nan ungalalathan pass aairuken . Nanrigal pala

annamalai