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Solutions to various absolute value problems and inequalities from math 121, including writing inequalities, solving algebraic equations, and finding solution sets using interval notation. Topics covered include section 3.5 and section 4.6.
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so that the inequality has the given solution set.
a) 3,3
b) 2,8
c) 3,17
d) ,9 13,
check your solution.
a) 5 6
2 x x
b) x 81 18 x
2 (Be careful here...)
c) x 4 x 4 (Be extra careful here...)
(a) 83 43 x 2 1 (b) 83 43 x 2 1
(c) 83 43 x 2 ^138 (d) 43 x 2 43 x 2
x f x. Find all numbers, x , such that f x 1.
(a) 7 7 3 2
x (b) 21 3
x
(c) 2
x (d) 2
x
a)^42 3
x b) 5 23 x 1 6
Answer Keys:
that x is more than C units from a on the real line. So if the interval is (4, 8) then
since 6 is the midpoint of 4 and 8, the inequality is (^) x 6 2.
a) x 3
b) x 3 5
c) x 10 7
d) x 11 2
b) 9
c) x 4
b)
c) x 0
d) x 0
(c) no solution
(d)
(b) no solution