If 2x – 3 < 5x – 3 ≤ 12; x ∈Ν, then
This --> x ∈Ν means that the answer(s) have to be natural numbers also known as counting numbers. I'll throw up the number family tree before we start the problem.
2x – 3 < 5x – 3 ≤ 12 Add 3 to each component +3 +3 +3 ------------------------------- 2x < 5x ≤ 15
0 < x ≤ 3 Which positive integers are greater than 0 AND less than OR equal to 3? @adamarbour
1,2,3
Correct.
can you help with me with this assignment becuase i have to do it
u there
What assignment are we talking about? I'm mixed up.
here
I'll help out with the first problem or two in this thread.
oh ok what do mods do
Ban people from this site for cheating and stuff like that. Check out the Code of Conduct http://openstudy.com/code-of-conduct
11. If (x - a)(x - b) < 0, then A. x < a B. x < b C. x < a and x < b D. x < a or x < b E. x = a and x = b 12. If a < 0 and b < 0, then A. (a + b)^2>0 B. (a + b)^2>=0 C. (a + b)^2<0 D. (a - b)^2<0 E. (a + b)^3>0
11) If (x - a)(x - b) < 0 then, one factor is positive and the other is negative. Two cases emerge. (1) (x - a) >0 AND (x - b) < 0 OR (2) (x - a) <0 AND (x - b) > 0
12) If a < 0 and b < 0. If both a and b are negative, then their sum is negative. The square of a negative number is positive. Look for that option.
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