Differentiate y=xln(3x)
2 answers:
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For this case we have the following equation:
We can rewrite the expression.
For this, we first make distributive property:
Then, we add -72 on both sides of the equation:
Rewriting we have:
This is the equation that must be factored and solved for the smallest integer.
Answer:
An equation that can be factored and solved for the smaller integer is:
We can rewrite the expression.
For this, we first make distributive property:
Then, we add -72 on both sides of the equation:
Rewriting we have:
This is the equation that must be factored and solved for the smallest integer.
Answer:
An equation that can be factored and solved for the smaller integer is:
Answer:
The pair of binomials are;
and
Step-by-step explanation:
The given expression is
.
If the given quadratic trinomial can be factored as two binomials, then,
By comparing to
, we have 
We find
We also know that;
This implies that;
or 
When t=11;
When we factor this we obtain;
When t=-11;
When we factor this we obtain;
The pair of binomials are;
and
Step-by-step explanation:
The given expression is
If the given quadratic trinomial can be factored as two binomials, then,
By comparing to
We find
We also know that;
This implies that;
When t=11;
When we factor this we obtain;
When t=-11;
When we factor this we obtain;