Two REALLY easy probs. Algebra 1 I believe..just check these answers: 1. 2 > n + 3 > 5 2. 3< s + 9 OR 1 > s - 4 Book says for 1 it's no solution. And for 2 it's all real numbers........what do you think?
1) \(\large 2 > n + 3 > 5\)\[\large -1>n>2\] So think about it...is there any number that is LESS than -1....but ALSO GREATER than 2? 2) \(\large 3 < s + 9\) or \(\large 1 > s - 4\) \(\large -6<s\) or \(\large 5>s\) Are there any numbers that are LESS than 5? OR are there any numbers GREATER than -6?
notice that the way this is written 2 > n + 3 > 5 is quite misleading. After add -3 to both sides (and for both relations) we find -1 > n > 2 which might suggest n is between -1 and 2. But it is better to write it this way: n < -1 and (at the same time) n > 2 which as John has pointed out, aint gonna happen
so book is right that 1 is no solution and 2 is all real numbers than Thanks!!
Correct! But you see why right?
Anytime!
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