An inequality is shown below: -np - 5 ≤ 4(c - 2) Which of the following solves for n? n ≥ - the quantity 4 times c minus 3 all over p n ≥ - the quantity 4 times c minus 13 all over p n ≤ - the quantity 4 times c minus 3 all over p n ≤ - the quantity 4 times c minus 13 all over p
@Agl202 can you please help with this last one
I actually don't understand this one, Sorry. :(3
do you know anyone who would?
HHI!!
hey
@misty1212 @SolomonZelman help!
i will give you an answer under one condition only
ok??
that condition is, you tell me where the question comes from what on line system my guess is FLVS but i could be wrong i also need the question id number
it is flvs
and, i have no clue on what an id number is for a question
hmmm another FLVS SNAFU i would also like to know the id number of the question i have seen this several times
it has to have a number section and number
a screen shot would be nice
its (2.07)
what course?
algebra 1
ok thank you
\[-np-5\leq 4(c-2)\] is the question
add \(5\) and get \[-np\leq 4(c-2)+5\]
now you are stuck because unless you are told, you don't know if \(p\) is positive or negative
so you don't know when you divide if you are supposed to change the inequality you cannot solve inequalities with variables but since i promised an answer i will tell you what they want you to say
they want you to write \[n\geq \frac{4(c-2)+5}{p}\]
that isnt one of the options
if that is not a choice then \[n\geq\frac{4c-3}{p}\]
thank you, why did you want the id number and stuff like that?
because i tried to write to FLVS and give them examples of questions they write that are mathematically incorrect they asked me for id numbers of course i did not know them again i stress, this is the answer the morons at FLVS want you to put, it is NOT, repeat NOT the correct answer unless they stated in the question that \(p>0\)
oh, ok, Thank You again
yw
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