1001 Algebra Problems.PDF

(Marvins-Underground-K-12) #1

  • RATIONAL EXPRESSIONS–


554 Determine the solution set for the inequality
0.

a.(–^12 ,–^25 )∪(–^25 ,1]
b.[–^12 ,–^25 )∪(–^25 ,1]
c.(–∞,–^12 ]∪(–^25 ,1]
d.(–∞,–^12 ]∪[–^25 ,∞)

555.Determine the solution set for the inequality


^6 x 2


3
4


  • x
    ^224 x 0.
    a.[–2,0]∪[2,∞)
    b.(–∞,0]∪[2,∞)
    c.[–2,0)∪[2,∞)
    d.[0,2]


556.Determine the solution set for the inequality


0.

a.(^52 ,∞)
b.(–∞,^52 )
c.the empty set
d.the set of all real numbers

557.Determine the solution set for the inequality


(x+^32 – )(^2 xx–1)– (x–^2 1)–(xx+2) 0.
a.(–∞,–2]
b.(–∞,1]
c.(–∞,–2)
d.[–2,1]

558.Determine the solution set for the inequality




x
x

+
–3
^5 – x
x–

1
 3 0.

a.(–1,5)
b.(–1, 3)∪(3,5)
c.(–∞,3)∪(3,∞)
d.(–∞,3)∪(3,5)

559.Determine the solution set for the inequality
 2 xx+1–  2 x^1 –1+  4 x^22 x–

2
 1
0.
a.[–^12 ,–^14 ]∪(^12 ,1]
b.[–^12 ,–^14 ]
c.[–^12 ,–^14 ]∪[^12 ,1]
d.(–^12 ,–^14 ]∪(^12 ,1]

560.Determine the solution set for the inequality




    • y+^5  1 0.
      a.(–∞,4]
      b.(–∞,–4]
      c.(–∞,4)
      d.(–∞,–4)




^7 y–3
(y– 1)(y+1)
^3 y+2
(y–1)^2

(2x– 5)(x+ 4) – (2x– 5)(x+ 1)
9(2x– 5)

^5 x^2 (x– 1) – 3x(x– 1) – 2(x– 1)
10 x^2 (x– 1) + 9x(x– 1) + 2(x– 1)
Free download pdf