simplify rational expression... 2n/n-4 n= 6/x+3 x= and 3b/b(b+9) b=
\(\color{#000000 }{ \displaystyle \frac{ 2n}{n} -4 }\) like this?
the n-4 is together under the 2n
\(\color{#000000 }{ \displaystyle \frac{ 2n}{n-4} }\)
Is that equal to something, or just that fraction to simplify?
yes
it says to simplify the rational expression
Well, I don't really see a way to "simplify" this ... you can do this ... \(\color{#000000 }{ \displaystyle \frac{ 2n}{n-4}= \frac{ 2n-8+8}{n-4} = \frac{ 2n-8}{n-4}+ \frac{ 8}{n-4}= \frac{ 2(n-4)}{n-4}+ \frac{ 8}{n-4}}\) and then cancel the (n-4) on top and bottom
okay what about the other two
6/x+3 and 3b/b(b+9) anyone please?
the reason you (probably) are not getting answers is due to the questions a and b making minimal sense.
i think that's the issue.. I'm trying to help my cousin with her homework but neither of us are understanding.
You stated that there is no equals sign and that you are supposed to be simplifying the fraction, but in a and b, most would consider those simplified
can you take a picture?
i can
I can then look at the context and see if it is poorly worded or if there is something missing
I'm trying to post it give me a second
okie
How do I post from a cell phone?
Or do I have to do it from the laptop? I have open study open on both
It says "simplifying rational expressions find the excluded value(s) for each rational expression"
Then states the questions 2n/n-4 N= And then the other two
I think you can upload a pic with a cell
OH
Wow, ok this is poorly worded. The problem wants you to find the values that make the fraction undefined/indeterminate. IE denominator is equal to zero
that's what an excluded value is
Okay
so in the first one, what will x have to equal for the bottom to equal zero?
sorry, n*
can you get it from here?
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