Thank you I understood well. But can you make a brief video of about how we came to the formula of first including and then excluding and then again adding because I didn't understand why we added the third set of A,B,C again
Suppose a group of 20 students are enrolled in one or more of the following courses: 8 in Algebra, 12 in Biology, and 11 in Chemistry. If 5 students are enrolled in all three courses, how many students are enrolled in at least one of these courses? help me with this please
in a class 14 student ...10 of them study English 8 of them study franch 5 of them study Spanish ..and 5 study English and franch 2 study English and spanish 4 study franch and Spanish... first question how many students study these three languages what formula should i use here ?
You do the exact same thing with X being how many students studied all three E+F+S- EF- ES- FS + X = 14 this equals to 10+8+5-5-2-4+X=14, solve this to get 12+X=14 which simplifies to X is 2 or 2 kids study all three.
Very clear explanation. I wish every math video I came across was so easy to understand! Thank you very much.
Finally, an understandable explanation
LMAO!!! Why make it look soooo easy??? I've been struggling with these. Thanks!
You did it easily 👍👍... I am struggling this before watching ur video
Thank you I understood well. But can you make a brief video of about how we came to the formula of first including and then excluding and then again adding because I didn't understand why we added the third set of A,B,C again
thanks for presenting the whole concept in a very simpler way
THANK YOUU! THIS IS MUCH A LOT EASIER THAN HOW MY TEACHER TEACH. THANKS A LOT!
awsm👌👍 simple n easy to understand .
BEST example Ive ever seen@!
understand easily! teacher is handsome.
Thank you so so so much sir
May u be blessed🙇♂️
wow its very helpful for my assignment thank you so much you are a good teacher 😊
Pls be my teacher you are the best one to explain
this is well explained thanks for clearing this topic
Wow, thank you teacher, the explanation is clear and help me a lot with this stuff❤
Thanks for helping us , explained very well 👏👍
Thank you sir really help a lot
Now I understand, thank you so much!
beautifully done. I love it.
Thank You! It was easy to understand.
The first method is so make sense
Very nice sir thank u so much
it's usefull sir
great job..
Excellent explanation
great explanation
wow! i get it right away....thank u Sir!
You made it make sense! thank you
Thanks!
This was really helpful!
If not indian, an asian guy always help me in math, thanks
Love from Sri Lanka
WOW! Nice and quick 👌
Now I understand it thank you very much ❤️🎉
Suppose a group of 20 students are enrolled in one or more of the following courses: 8 in Algebra, 12 in Biology, and 11 in Chemistry. If 5 students are enrolled in all three courses, how many students are enrolled in at least one of these courses?
help me with this please
thank you professor.
awesome explaination
sir , How to solve a question in which the canter is not given(a,b,c=4)please sir tell me
What if the student drink A,B,and C is missing? None is one of the given?
Very helpful...Thank you
great job
IT WAS EASY TO UNDERSTAND THANK YOU SOO MUCH!
Easy to understand Excellet !!!!!
I like this Video....
U r Awesome bro:)👌👌👌💐💐💐
good explanation
Helpful than Techmax. thanks
Thanks for helping sir
in a class 14 student ...10 of them study English 8 of them study franch 5 of them study Spanish ..and 5 study English and franch 2 study English and spanish 4 study franch and Spanish...
first question how many students study these three languages
what formula should i use here ?
0
You do the exact same thing with X being how many students studied all three E+F+S- EF- ES- FS + X = 14 this equals to 10+8+5-5-2-4+X=14, solve this to get 12+X=14 which simplifies to X is 2 or 2 kids study all three.
Awesome
really cool....
Thank you....
Good👍👍
Thanks man love u
HELPFULL CLEAR THANK
Thanks. Great teacher.
easily explaination
Thanks
Primary Class 8 lvl Indian maths
your Voice give me anxiety but well explained.
tf
Wow, all this maths is making me thirsty. Brand B. For a hard earned thirst.
Very good video but I would like harder examples and different examples.
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Thanks