All Algebra 1 Resources
Example Questions
Example Question #12 :How To Factor A Variable
Factor the following polynomial:.
Because theterm doesn’t have a coefficient, you want to begin by looking at theterm () of the polynomial:. Find the factors ofthat when added together equal the second coefficient (theterm) of the polynomial.
There are only four factors of:, and only two of those factors,, can be manipulated to equalwhen added together and manipulated to equalwhen multiplied together:(i.e.,).
Example Question #412 :Polynomials
Factor the following polynomial:.
Because theterm doesn’t have a coefficient, you want to begin by looking at theterm () of the polynomial:.
Find the factors ofthat when added together equal the second coefficient (theterm) of the polynomial:.
There are seven factors of:, and only two of those factors,, can be manipulated to equalwhen added together and manipulated to equalwhen multiplied together:
Example Question #4652 :Algebra 1
Solve forwhen:
First, factor the numerator:.
Now your expression looks like
Second, cancel the "like" terms -- which leaves us with.
Third, solve for, which leaves you with.
Example Question #11 :How To Factor A Variable
Factor the following polynomial:.
Because the项有一个系数,你先多plying theand theterms () together:.
Find the factors ofthat when added together equal the second coefficient (theterm) of the polynomial:.
There are four factors of:, and only two of those factors,, can be manipulated to equalwhen added together and manipulated to equalwhen multiplied together:
Example Question #4654 :Algebra 1
Factor:
For each term in this expression, we will notice that each shares a variable of. This can be pulled out as a common factor.
There are no more common factors, and this is the reduced form.
The answer is:
Example Question #11 :How To Factor A Variable
Factor:
For each term in this expression, we will notice that each shares a variable of. This can be pulled out as a common factor.
There are no more common factors, and this is the reduced form.
The answer is: