Probability Assessment
- Country :
Australia
Solving inequalities with quotients 5b
Find all x values such that 6/x+1>=6.
Put your solution in Interval notation. Use the 'function' tab on your virtual keyboard to enter in the correct interval brackets.
For the sets A = (-2,00) and B =[3, ?), determine the resulting Intervals described by the set operations An B. AUB and A /B
AnB=
AUB=
AB=
For the sets A = [2, co) and B = [-4, 5] choose the Intervals described by the set operations AnB. AUB and A/B.
- AnB = [2, 5], AUB=[-4, 00) and A B = (5,00). AnB (2,5), AUB=-4,?) and A B = (5,00).
- AnB [4,5]. AUB = [-4, 00) and A B = [5,?).
- AnB [2, 5], AUB = (-4,?) and A B = (5,?).
- AnB=[-4,?). AUB = [2, ?) and A B = [2, 5].
AnB=
AUB=
AB=
Find the solution set of the following Inequality
(x+6)(x-2) > 0
Express your solution using interval notation. Use the 'function' tab on your virtual keyboard to select the correct brackets for your interval.
x E_ and_
For the sets A = R and B = {-1}, determine the resulting intervals described by the set operations AnB. AUB and AB
ANB=
AUB=
AB=
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