How to Identify the Elements of a Set | Set Theory

preview_player
Показать описание
Sets contain elements, and sometimes those elements are sets, intervals, ordered pairs or sequences, or a slew of other objects! When a set is written in roster form, its elements are separated by commas, but some elements may have commas of their own, making it a little difficult at times to pick out the elements of a set.

In this lesson, we go over the process of identifying the elements in some nasty sets, and provide an example problem at the end.

Additionally, if you can identify the elements of a set, you can count them! And if you know how many elements are in the set, then you can figure out how many subsets it has, which is also the cardinality of its power set! Hope you enjoy the lesson!

I hope you find this video helpful, and be sure to ask any questions down in the comments!

********************************************************************
The outro music is by a favorite musician of mine named Vallow, who, upon my request, kindly gave me permission to use his music in my outros. I usually put my own music in the outros, but I love Vallow's music, and wanted to share it with those of you watching. Please check out all of his wonderful work.

********************************************************************

+WRATH OF MATH+

◉Textbooks I Like◉

Follow Wrath of Math on...

Рекомендации по теме
Комментарии
Автор

I'm from Romania and I know English and for school when I don't understand what my teacher said I'm coming on your channel and watching your videos to understand much better, thnx for help you are doing a great work

Freefire-krdr
Автор

When I was in elementary my teacher, our classmates, and me always wathching your math videos, very nice videos about mathematics😊

theaeyah
Автор

literally saved me... Thank you from the bottom of my heart.

Tune-in-W-Alt
Автор

online class is so boring so i had to watch a vid thanks btw

jordangialdo
Автор

this channel really helps me in my shcool works💖

mylenewesram
Автор

( 2, 3, 2) is element of S
{ 1, 3, { } } is element of S
[ 1, 4, ] is element of S
{ ( 2, 5 ), 8, 6, { 1, 9, }, 4 } } is element of S

Greetings, can you please let me know if I did this correctly? Ty and have a great day

Jason-vnio
Автор

1. M = {x | x > 6, x is an odd integer}
2. A = {x | 9 < x < 10, x is a counting number
3. T = {x | x is a city in Metro Manila}
4. H = {x | x is a counting number between 4 and 28}
5. S = {x | x is a set of days with names containing x}

help me

accountniano
Автор

how is N (nartual number) C W (whole number) is it because of it both not having brackets?

lvke
Автор

wow thank you this was very useful if i ever forget i can come back to this video

fffff_yt
Автор

Sir help with this one, how many subsets has set A given that set A=(a, c, 1, 0, 4, 2, 10, 12)

simonmwila
Автор

How we distinguish sir the elements of X'

dharylgarcia
Автор

For the first example is 3 an subst of of yes or no ?

MenziMdlaloseSA
Автор

Please sir help me out. How do I answer this maths / A set has 4 elements find the number of subset

evansmunsha
Автор

Hello, my question is can the numbers
{ 1.5, 2.5, 3.5 }

Be a element ?

metrodrillz
Автор

So If we r writing a subset we want to put curly brackets and if we r writing a element no need of bracket?

adithyabala
Автор

In the 1st curly bracket, we counted as 1 element before there is a close bracket, but didn’t do the same in the 2nd curly bracket. What’s the meaning of that Sir? I’m lost

Abc_x
Автор

So in 2^2 x 3^2 what would the elements be?

aj_zzz
Автор

In one of your video you have said that, the cardinality of power set can be expressed by this equation 2^n, where 2 is showing the possibility of element either being a part of subset or not. But when we actually define a power set, can you please explain how this equation actually work? I mean assume we have a set with two elements, and for the power set two elements will always be an empty set and a set itself, so how does the formula works?

vasubhatt
Автор

I have a question
In terms of phi/empty set we should count as a element or not??

virtuality
Автор

Thanks for the valued shared but u have a question.
Is this illustration true or false?

Is 1 an element of {2, (1)}

abdulsalamlawal