Set Theory Questions (check if right)

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ertagon2
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Could someone please check if these are right?
View attachment 7908
 
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  • Online quiz form with five numbered questions on sets of real numbers, each part showing a selected radio button answer (a/b or T/F), plus two text entries: cardinality of S = {x in Z : x^2 < 16} entered as 7, and perfect squares not perfect cubes in 1 to 1000 entered as 28.
    maths week50.png
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Re: Set Theory Questions (check if irght)

ertagon2 said:
Could someone please check if these are right?
One part of q.1 is wrong. Everything else looks correct.
 
Re: Set Theory Questions (check if irght)

Opalg said:
One part of q.1 is wrong. Everything else looks correct.

Which one? Looks alright to me.
 
Re: Set Theory Questions (check if irght)

ertagon2 said:
Which one? Looks alright to me.
Only finitely many rational numbers between 4 and 6 ? (Doh)
 
Re: Set Theory Questions (check if irght)

Opalg said:
Only finitely many rational numbers between 4 and 6 ? (Doh)
Isn't there a finite number of rational numbers for 4<x<6 ?
 
Re: Set Theory Questions (check if irght)

ertagon2 said:
Isn't there a finite number of rational numbers for 4<x<6 ?
What about the numbers $4 + \dfrac1n$, for $n=1,\,2,\,3,\,\ldots$ ?
 
Re: Set Theory Questions (check if irght)

Opalg said:
What about the numbers $4 + \dfrac1n$, for $n=1,\,2,\,3,\,\ldots$ ?
Oh nvm
I was thinking about countable and uncaountable.