What are Equivalent Sets? | Don't Memorise

In this video, we will learn:
0:00 what are equivalent sets?
0:37 how to find the cardinal number?

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[InfinityLearn_NEET]

If the number of elements are same for two different sets, then they are called equivalent sets. The order of sets does not matter here. It is represented as:

n(A) = n(B)
where A and B are two different sets with the same number of elements.

[onlyyours]

It's easy to understand this way of teaching.

[ilango____cn]

Super mam in school I don't understand but your video is awesome but I am a Tamil guy but I understand your English

[nawalsaad]

Thank you o much for making this video it help me very much in my exams

[lhorence]

It help me a lot i know now what is the difference of equivalent and equal

[khelesygreen]

I love how you just keep it short and understandable, you just got a new subscriber. 😄

[simplej.]

i like how the first ad was a teaching ad xD

[mairajsultana]

Thanks so much I have learn it very well for my my test and I got full marks by this thanks so much...

[arshadfm]

Dont memorise not say to subscribe but she have 2 million subscribers

[mohammedshahedalikhan]

Thank u sooo much uploading this video. God Bless You

[crazytalks]

Thank you so much for telling us we are offering fees to teachers but still they won’t say properly but we are giving nothing to you like fee etc and telling for free that to excellently better than teachers is something great mam .atleast we have to click like symbol and subscribe which is like giving you great gift back for your hardwork

[roruchananime]

where did you get the element of n (C) = 4?

[santoshtimilsina]

will be the numbers equivalent if there are exact same numbers ?

[Yupp]

Omg now I KNOW oh thank you thank you so much

[Incathealc]

so what if the set has 9, 9, 9 in A and B has, 9 what does that mean?

[anastashaclarke]

i thought that when its equal tthey have the same number of elements not the same but then she told me that equivalent is that so i am ike ok

[RideR-SAM]

What about infinite sets😁...i wonder y u skip that...