Can anyone please help me to solve this question! In a group of 50 people, it was discovered that 30 were male and 25 owned a car. Assuming that each person was either male or owned a car, how many (a)males in the group owned a car? (Answer = 5) (b) car owners in the group were female? (Answer = 20) (c) males in the group did not own a car? (Answer = 25)
@@EmperorsNewWardrobe The difference is even though there are no common elements among sets, a Venn diagram would still show an overlap between the sets. It's just that the overlap consists of an empty set. Notice how there is no overlap in the second diagram depicted. That's why it's an Euler diagram. An Euler diagram displays only existent relationships of elements among sets, whereas a Venn diagram displays all *possible* relationships of the set elements even if none actually exists.
Sir..please make a videos about the applications of mathematics topics like set ,exponent,and property which used in set theory such as commutative.please sir this is my request I have no found such type of content or suggest any book name plz.various topics of math
If I was teaching this class I would have taken a moment to explicitly say that OR includes AND in probability. Based on the language one might assume that OR means 14 y.o. or a girl but not both, so 6+7. It was explained correctly in this video, 6+2+7 is correct, it's all there, it just flew by a bit fast (7:08 "here, obviously"). I just would have put some more emphasis on it.
I take it you are referring to the "exclusive or", meaning one or the other but not both. Do you know of a good example to demonstrate this meaning in plain english? From what I have read, in mathematics the "exclusive OR" is rarely used. If that is the case, it would (may?) be fair enough to not have to clarify this meaning, when using OR. The following use of OR seems to me to mean BOTH, and only both. (ie meat AND seafood) A vegetarian diet includes no meat OR seafood. The meaning of the word OR in this example is clear, without explanation (it seems).
THANKS MY MAN, I came here for this exact purpose and I leave a happy man EDIT: please could you clarify how you would interpret: "wrap your legs completely in cling film and gaffer tape" would you use a mixture of cling film and gaffer tape, like a 50-50 split? or would you first wrap all your legs in cling film, and then all in gaffer tape?
Please make more videos sir I never got an opportunity to get a teacher like you
There all 20 now😢😢😢 this stuff makes me emotional how people grow. I wonder where they are now
Those kids are 20 years old now.
I was just about to type that.
23 oh my god, thats so crazy
i have never gotten a teacher like this thanks
I needed to watch this for school
Alright thx for ur time sir its becouse that we have this on school on bnhs thats a hint
i managed to do my homework cause of u thankss
This was sent to me by a friend, purely to watch what happens at 2:00.
Congratulations kid, you’re famous.
whoever made that ventilation joke, should of been kicked out right then and there XD
2:03 Top 10 best moments in class history
bruh, the pun "In -venn-tor" is right there, and the clown went for Venn-tilation
Respect lost
Ayyy the aus of the year
Venn-tilation
Can anyone please help me to solve this question!
In a group of 50 people, it was discovered that 30 were male and 25 owned a car.
Assuming that each person was either male or owned a car, how many
(a)males in the group owned a car? (Answer = 5)
(b) car owners in the group were female? (Answer = 20)
(c) males in the group did not own a car? (Answer = 25)
this video makes sense abeg it helps the brain
thanks for the vid
crazyy explanationnn, wiowoowo
His teaching 👌🏻
8:20 - Technically, the second diagram is an Euler diagram, not a Venn diagram.
What’s the difference?
@@EmperorsNewWardrobe The difference is even though there are no common elements among sets, a Venn diagram would still show an overlap between the sets. It's just that the overlap consists of an empty set. Notice how there is no overlap in the second diagram depicted. That's why it's an Euler diagram.
An Euler diagram displays only existent relationships of elements among sets, whereas a Venn diagram displays all *possible* relationships of the set elements even if none actually exists.
this is what their teaching me sef it helped me for my homework
you are a math lord god our saviour helped me to be god at mathz
Sir..please make a videos about the applications of mathematics topics like set ,exponent,and property which used in set theory such as commutative.please sir this is my request I have no found such type of content or suggest any book name plz.various topics of math
👏👏
May i go to the bathroom please?
How did you get 2 in the intersection?
i don't know for the middle circle
i'm 17 right now so it's just helping to remember i like the the teacher oooooooooooooooooooooooh
Ya lost me in the first 5 seconds and I’ve got an exam tomorrow 😭
what if someone is nonbinary and is niether a boy nor a girl?
i just got started tho
@@TheCanterlonian youre either male or female. no other crap
@@Selfimprovementalphamale get lost transphobe
@@TheCanterlonian if u transgender u don't go in Venn diagram
Tyrone 123 you can, your just stupid.
i only understand small of this venn diagram
im 17 and im learning this again idk i feel embarrassed
My man said 'Not girls' cuz of all the genders lol XD
i like the teacher sef
naturally exclusive ke i wan go bathroom i wan peece
If I was teaching this class I would have taken a moment to explicitly say that OR includes AND in probability. Based on the language one might assume that OR means 14 y.o. or a girl but not both, so 6+7. It was explained correctly in this video, 6+2+7 is correct, it's all there, it just flew by a bit fast (7:08 "here, obviously"). I just would have put some more emphasis on it.
I take it you are referring to the "exclusive or", meaning one or the other but not both.
Do you know of a good example to demonstrate this meaning in plain english?
From what I have read, in mathematics the "exclusive OR" is rarely used.
If that is the case, it would (may?) be fair enough to not have to clarify this meaning, when using OR.
The following use of OR seems to me to mean BOTH, and only both.
(ie meat AND seafood)
A vegetarian diet includes no meat OR seafood.
The meaning of the word OR in this example is clear, without explanation (it seems).
THANKS MY MAN, I came here for this exact purpose and I leave a happy man
EDIT: please could you clarify how you would interpret: "wrap your legs completely in cling film and gaffer tape"
would you use a mixture of cling film and gaffer tape, like a 50-50 split? or would you first wrap all your legs in cling film, and then all in gaffer tape?
lad