# Factor The Sum Or Difference Of Two Cubes

Factor The Sum Or Difference Of Two Cubes – In algebra class, the teacher will always discuss the topic of two cubes and the difference between two side cubes. The reason is that they are similar in structure. The key is to “remember” or remember the patterns associated with the formula.

So here is a formula that summarizes how to factor the sum and difference of two cubes. Study them carefully.

## Factor The Sum Or Difference Of Two Cubes

Rewrite the original problem as the sum of two cubes and then simplify. Since this is a “compound” case, the binomial and trinomial factors will have positive and negative center signs, respectively.

## Detailed Lesson Plan In Special Products

Use the rules for the difference between two cubes, and easily. Since this is a “difference” case, the binomial and trinomial factors will have negative and positive central signs, respectively.

At first, this problem may seem “difficult”. But if you stick with what we already know about the sum and difference of two cubes, we should be able to see that this problem is very easy.

Sometimes the problem may not appear to be the sum or difference factor of two cubes. If you see something similar, try to remove the common factor. For numbers the most common factor is [latex]3[/latex] and for variables the most common factor is “[latex]xy[/latex]”. So their overall common factor is [latex]left(3 right)left(right) = 3xy[/latex].

After doing the math, you’ll see that we have a simple problem about the difference between two cubes.

### Factoring The Sum & Difference Of Two Cubes

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