#please help me understand how to do this, i’m completely lost
58 messages · Page 1 of 1 (latest)
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First step is to read the question.
?
...I don't know what "x|n" is.
...what is "x|x"?
set of x values
That notation to me means "x divides x", which is just... trivial.
i think
And a statement that a number divides another number doesn't belong in any equation or inequality.
?
Oh wait, did you mean {x | x < 7}?
ya
See, the curly brackets change everything there.
lol
With curly brackets, it's a description of a set. Without, it's just confusing.
Also, show your work.
...then why did you say less than instead of greater than?
And why did you solve an equation instead of an inequality?
also, am i allowed to substitute the n for x like i did b4?
wym
You have to have the same symbol on both sides.
oh
typo
i dont understand what you mean
Look. What I think you should've done is taken the statement "the product of 6 and n is more than 42" and translated that directly into an inequality: 6n > 42, then solved the inequality algebraically.
but it says to express my answer in set builder notation
...we have to get the answer before we can express it.
Right. And then the set of solutions is just the set of all n such that... that.
so {x|x>7}?
Right.
FYI.
Just to avoid this kind of confusion in the future.
When we say {x | x > 7}, we read that as "the set of all x such that x is greater than 7". The "|" gets read as "such that" when it's inside a set, but gets read as "divides" when it's not.
...that's kind of creepy in this context.
sorry
So, the question says that the product of 6 and another number "n" is more than 42. So, you have to write the inequality, find the range of n in set builder notation. The range will be n>6