Number Lines - Algebra II
Card 0 of 4
For all negative values of 
, where 
, what is the correct order, from least to greatest, for the following expressions?
a) 
b) 
c) 
For all negative values of
a)
b)
c)
The easiest approach to this problem is to pick a value for X, and plug it in.
If we use 
, then then expression
a) 
.
b)
c)
The order from least to greatest is C,B,A
The easiest approach to this problem is to pick a value for X, and plug it in.
If we use
a)
b)
c)
The order from least to greatest is C,B,A
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Put the following numbers in order from least to greatest:
Put the following numbers in order from least to greatest:
, remembering that, then the most negative number is first, the least negative is last.
Therefore,
.
Thus when we put them in order we get,
Therefore,
Thus when we put them in order we get,
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What are integers?
What are integers?
Integers are values you would find on a number line.
They are whole numbers that exist in positive and negative values. What divides them is the number 
.
So integers are essentially positive, negative whole numbers and 
.
Integers are values you would find on a number line.
They are whole numbers that exist in positive and negative values. What divides them is the number
So integers are essentially positive, negative whole numbers and
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Which of the following numbers is between 
and 
?
Which of the following numbers is between
The answer will lie in the range between negative one and a half. Convert all the values given to integer or fractional form.
is undefined.
Of all the possible answers, 
will fall between the given range.
The answer is: 
The answer will lie in the range between negative one and a half. Convert all the values given to integer or fractional form.
Of all the possible answers,
The answer is:
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