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1.
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REWRITE THE STATEMENT BELOW IN INTERVAL NOTATION.  IS NO MORE
THAN 4
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2.
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SIMPLIFY: 
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3.
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THE ABSOLUTE VALUE OF ANY REAL NUMBER IS POSITIVE.
A | TRUE | B | NEVER | C | ALWAYS | D | SOMETIMES | E | NONE OF
THESE |
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4.
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WHAT TYPE OF INTERVAL IS REPRESENTED BY THE NOTATION  A | INFINITE | B | HALF OPEN | C | OPEN | D | CLOSED | E | NONE OF
THESE |
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5.
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FIND: 
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6.
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WHICH OF THE FOLLOWING IS NOT A TYPE OF INTERVAL?
A | HALF OPEN | B | HALF CLOSED | C | OPEN | D | CLOSED | E | NONE OF
THESE |
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7.
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FILL IN THE BLANK WITH THE APPROPRIATE SYMBOL.  A |  | B |  | C |  | D | CANNOT BE DETERMINED | E | NONE OF THESE |
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8.
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MATCH  WITH AN APPROPRIATE ALGEBRAIC
INEQUALITY.
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9.
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THE NOTATION  REPRESENTS: A | TWO UNKNOWN NUMBERS | B | POSITIVE OR NEGATIVE
INFINITY | C | A CLOSED INTERVAL | D | ANY REAL NUMBER | E | NONE OF
THESE |
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10.
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REPRESENT THE INEQUALITY  IN INTERVAL NOTATION.
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11.
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DISTANCE IS NONNEGATIVE.
A | FALSE | B | ALWAYS | C | SOMETIMES | D | NEVER | E | NONE OF
THESE |
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12.
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THE GRAPH OF THE ABSOLUTE VALUE INEQUALITY  IS:
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13.
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SIMPLIFY: 
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14.
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MATCH THE GRAPH WITH ITS APPROPRIATE INEQUALITY.  A |  or  | B |  | C |  | D |  or  | E | NONE OF THESE |
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15.
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INFINITY IS A NUMBER.
A | ONLY ON A NUMBER LINE | B | ALWAYS | C | SOMETIMES | D | NEVER | E | NONE OF
THESE |
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16.
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MATCH THE GRAPH WITH ITS APPROPRIATE INEQUALITY. 
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17.
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WHICH OF THE FOLLOWING INEQUALITIES IS UNBOUNDED?
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18.
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REWRITE THE STATEMENT BELOW AS AN ALGEBRAIC INEQUALITY. 
IS POSITIVE AND NO MORE THAN 8
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19.
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REDUCE:  A | THE FRACTION CANNOT BE REDUCED | B |  | C |  | D |  | E | NONE OF THESE |
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