What is the quotient of (x^3 - 3x^2 + 3x - 2) ÷ (x^2 - x + 1)?
1 answer:
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We can write the expression above as the following function:
So let's examine the expressions that are true for this exercise.
1. <span>There are three factors of
:
This is true because we can write the function
as follows:
</span>
So you can see that in fact there are three factors.
<span>2. The expression is equal to 1 over 12 factors of r.
This is false. It is obvious that this is impossible. There is no any way to get the same expression by applying this statement.
</span>
3. <span>Adding the exponents will create an equivalent expression.
This is true because we can write the function as follows:
</span>
So adding one three times we can get the same function, that is:
Therefore this is an equivalent expression because:
4. Multiplying the exponents will create an equivalent expression.
This is true.You can get the following expression:
By multiplying the exponents we have:
Therefore this is an equivalent expression because:
5. <span>The expression simplifies to.
The expression is simplified, that is, it has been factorized. Therefore there is no a way to simplify this function but:
</span>
So let's examine the expressions that are true for this exercise.
1. <span>There are three factors of
This is true because we can write the function
</span>
So you can see that in fact there are three factors.
<span>2. The expression is equal to 1 over 12 factors of r.
This is false. It is obvious that this is impossible. There is no any way to get the same expression by applying this statement.
</span>
3. <span>Adding the exponents will create an equivalent expression.
This is true because we can write the function as follows:
</span>
So adding one three times we can get the same function, that is:
Therefore this is an equivalent expression because:
4. Multiplying the exponents will create an equivalent expression.
This is true.You can get the following expression:
By multiplying the exponents we have:
Therefore this is an equivalent expression because:
5. <span>The expression simplifies to.
The expression is simplified, that is, it has been factorized. Therefore there is no a way to simplify this function but:
</span>