Class 12 Ex 1.1 Q2 Math | Relation & Function | Q2 Ex 1.1 Class 12 Math | Ex 1.1 Q2 Class 12 Math |

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Class 12 Math Chapter1 Ex1.1 Q2
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Class 12 Math Relation & Function Introduction
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U are doing great job for those who couldn't afford expensive coaching fees and money 💰 minded institutions. And specially from rural villages and want to study further.

rakeshmadaan
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Who is ❤❤❤❤ preparing😊😊 for🎉🎉🎉🎉🎉🎉 2025

Minnowvation
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00:01 Understanding relation R in set of real numbers
00:40 The set includes real numbers and their relations
01:17 Understanding the different types of relation properties
01:53 Understanding and analyzing relation with specific values.
02:38 Understanding the relationship between values in Class 12 Math
03:22 Exploring relations and functions in Class 12 Math
04:12 Analyzing relations and functions
04:59 Understanding transitivity in relations.

ITboy_AJ
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Plz complete this chapter Guru jee. Since we have listed this chapter is one of the toughest chapter in xii class. Along with NCERT exampler Book

rakeshmadaan
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Super teaching sir thanku so much sir god bless you sir.

joshiatulbhai
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Sir aapke 50 lakh subscriber hone chahiye, aap bohot acha kaam kar rahe ho hamari help karke🙏🏻.
Sir please aise hi physics aur chemistry ke numericals ka kijiye please ♥️

janeshwarchauhan
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Thanks sir aap k jaisa koi nahi samjha payega itna aacha se samjhte hai ki ek baar me hi samjh aa jata hai ❤😊😊

pritamyadav
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Sir you are a great teacher and you helped me a lot ☺️☺️☺️ I pray for you that God bless you always .... Thank you for your support thank you so much 🥰🌹🌹🌹🌹🌹🌹❣️❣️❣️❣️❣️❣️

Tae-kook_forever.
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Aise hi help krte rhna sir
Thank you❤
And love u ❤

stargaming
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Sir, can we proof or show by example insted of writing theory ?

aparnakaushik
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Sir, in (iii) there are some cases where it's transitive but there are some cases like u showes to us where it's not transitive... But at last we assume its not transitive. So why???

narayanrana
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Guruji I understood Xi class maths because of u. Plz start xii class with exampler Book and Rd Sharma

rakeshmadaan
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Sir ji 4 no. Transitive hoga kyuki
(x, y) relation me hai but (y, z) relation me nhi hai isliye (x, z) ka hona jaruri nhi hai

NikhilKumar-kjoj
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In our Village students are saying start xi xii exampler Book and Rd Sharma guru ji or sir 🙏🙏.
We don't have online classes facilities in our 🏠 Home Town

rakeshmadaan
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हर पल में खुशी देती है माँ
अपनी जिन्दगी से जीवन देती है माँ
खुदा क्या है माँ की पूजा करो जनाब
क्योकि खुदा को भी जनम देती है माँ

sangam_sharma_
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Sir but in the case of reflexive

(1, 1) can be in relation and it can be reflexive because the condition given in the question is that the value of a can be lesser than or equals to the square of b and in this case of (1, 1) it is clearly visible that square of b that is square of 1 is equals to the value of a that is also 1, so how can be it non reflexive ?

I might be wrong sir please correct me if I'm wrong 🙏🏻

aarunyadubey
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Plz start ITF and 5 chapter countinity , 5.1 with deeply concepts

rakeshmadaan
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Sir i am gujrati medium student still i can understand doubts with your videos sir
Sir you best sir 🤗🤗🤗

thisindianfan
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Thnks very much sir aapki bajah se tuition rakhwaane ki jarurat nhi padti😄

rattanchand
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Kisi Relation ko reflexive hone ke liye all orderd pairs ka conditions satified karna jaruri hoti hai, ya kych orderd pairs mil jaye to relation reflexive ho jayega..

sandhyapawar