Math, asked by AdiK1needy, 1 year ago

I want to ask, why here (see the pic)
$1 \notin C$
?
And why it is that if
$A \in B$
and
$B \subset C$
, then why not
$A \nsubseteq C$
??

I am asking this question third time, please anyone Brainly Aryabhatta answer this.
⚠️⚠️⚠️
Points are not for free, if you don't know, don't hesitate to tap the back button without answering

Attachments:

Answers

Answered by saumya120

Hey genius
Here A is not subset of C because 1 is an element of A but not of C
Note that {1} is an element of C its not 1 it is {1}
Hope you understand
If this helps plzz mark brainliest

saumya120: sorry its {{3,4}}

AdiK1needy: it is given incorrect ??

saumya120: {{3,4}} is not correct?

AdiK1needy: {{3, 4}} ⊂ A is given correct.

saumya120: yes {{3,4}} is correct

saumya120: the. why did you say that it is not correct

AdiK1needy: Sorry I got the message after I clicked send button for that message

AdiK1needy: why {{3,4}} is correct?

saumya120: because in set A, {3,4} is an element and you know that a set is represented by curly brackets and subset is also a type of set of putting curly brackets on {3,4} we get {{3,4}} which is subset of A

AdiK1needy: thank you very much :)))

Answered by Karthikeyanjr

ok, let us consider (A&B) bodies on a planet C ,,,the given condition is B is a subset of C and B belongs to A .. now we can understand both A&B are same ...is it not possible the B contains C because C contains both A and B ..if it helps hit the heart ...if it is useful follow me

AdiK1needy: you got it wrong bro, it A belong to B not B belong to A

Karthikeyanjr: sry

Previous Question

Next Question

I want to ask, why here (see the pic) ?And why it is that if and, then why not??I am asking this question third time, please anyone Brainly Aryabhatta answer this.⚠️⚠️⚠️Points are not for free, if you don't know, don't hesitate to tap the back button without answering

Answers