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inequalities
1
Name:
Anonymous
2007-03-06 20:23
ID:D7/ku8l4
halp.
Give the interval solution
A) 5/x < 3/4
B) 4/x -3 > 2/x - 7
2
Name:
Anonymous
2007-03-06 21:28
ID:WfXZHwHJ
x=0
3
Name:
Anonymous
2007-03-06 23:25
ID:oaEb/MYI
Alternatively, x=3
4
Name:
Anonymous
2007-03-07 0:08
ID:w4RKbIo2
A) 5 < 3x/4, so 20 < 3x, so 20/3 < x is the solution set
B) 4 - 3x > 2 - 7x, so 4 + 4x > 2, so 4x > -2, so x > -1/2 is the solution set.
5
Name:
Anonymous
2007-03-07 1:40
ID:/CnIl1qS
>>4
the interval solution.
A) multiply by 4, divide by 20: x < 3/20, x = ]-inf;3/20[
B) add 7 x, subtract 4, divide by 4: x > -1/2, x = ]-1/2;inf[
6
Name:
Anonymous
2007-03-07 2:16
ID:Heaven
>>5
"]-inf;3/20["
x = 14/100, then 5/x = 35 + 5/7 > 3/4.
14/100 < 3/20.
Fail.
7
Name:
Anonymous
2007-03-07 2:18
ID:Heaven
>>4
Forgot to mention, this also fails for not taking into account that multiplying both sides by x will flip the sign if x < 0.
8
Name:
Anonymous
2007-03-07 3:47
ID:zxkTvPcL
inequalities in American society today
9
Name:
Anonymous
2007-03-07 7:06
ID:/CnIl1qS
>>6
afaik
14/100 < 15/100
10
Name:
Anonymous
2007-03-07 11:43
ID:Heaven
>>9
Yes, which is why 14/100 is in ]-inf, 3/20[ = ]-inf, 15/100[.
Don't change these.
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