Solve 3n + 11 < 17 or -3n > 12. Which is the best description of the solution set? A. n < 2 or n > -4 B. n < 2 or n < -4 C. n < 2 D. n < -4
please stop posting rapidfire questions unless you want to actually engage and learn. :-)
you know.. many people do it. please go tell them that. perhaps you dont need to say anything if you dont want to.
I do tell them that. That's why I'm telling you too.
mmhhhmm k well then dont help me.. either way people are still gonna do it. im not starting anything on hear. all u think is im getting aswers when im actually learning how u get those answers
let's work on this one together. Start with 3n + 11 < 17. What do you get when you subtract 11 from both sides?
give her a moment to work on it merts.
The compound sentence you are asked to solve is a disjunction. Solve the first part by subtracting 11 from both sides and then dividing by 3.
2
I'm not sure how you got 2 - can you explain?
Oh - wait, you went the next step and divided by 3 also I guess? That's good, so now let's do the other half. -3n > 12. What happens when you divide by -3?
u get -4
right, what does the whole inequality say, including the "n"?
its b
almost. The two inequalities overlap. how does that affect the answer?
im not quit sure wat yer saying?
well it can be n < 2 or n < -4. But anything that's less than -4 is also less than 2 -- one of the conditions ends up being redundant and can be removed.
ok
do you know which?
its a
it's C. since the two statemets are joined by "or", you can pick the more permissive of them, so it's just n < 2. If it had said "AND", then it would be D (n < -4), the more restrictive of the two.
ok thanks:)
:)
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