Prove that 
is a factor of 
. (Hint: Consider subtracting and adding 
class="wirisformula" align="middle" style="vertical-align: middle;" data-wiris-created="true" varid="variable_id_field" variablename="impvar_49c91cf56d004f2094c3e909b" />to the binomial 
.)
?
List the steps involved.
What will be an ideal response?
. However, 
is a factor of 
.Step 2: Let's suggest that the statement is true for 
, i.e. 
is a factor of 
. Let's examine if 
is a factor of 
. Let's subtract and odd 
to the 
and get 
.
Because the binomial 
is divisible by 
, the binomial 
is a factor of 
.
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Multiply and write answer in lowest terms.
× 
A. 
B. 
C. 
D. 15
Use the graph to evaluate the limit.
f(x)
A. does not exist B. 1 C. ? D. -1
Arrange the group of numbers in order, from least to greatest.2
, 2.91, 2.091, 1
A. 1
, 2.91, 2.091, 2
B. 2.91, 2
, 2.091, 1
C. 1
, 2.091, 2
, 2.91
D. 2.091, 2
, 2.91, 1
Factor the polynomial completely.9p6 - 16
A. 9p6 - 16 B. (3p3 - 4)2 C. (3p3 + 4)2 D. (3p3 - 4)(3p3 + 4)