Question

write as a product.
49-2ax-a^2-x^2

Answer 1

**Product Name:** Algebraic Expression Simplifier

**Product Description:**

Transform your algebraic challenges into solutions with our Algebraic Expression Simplifier! The expression \(49 - 2ax - a^2 - x^2\) can be neatly rearranged and factored for easier understanding and manipulation.

**Features:**

- **Easy to Use:** Simply input your expression, and our tool will help you simplify or factor it effectively.
- **Visual Representation:** See the steps taken to simplify the expression, enhancing your learning experience.
- **Step-by-Step Guidance:** Whether you're tackling homework or preparing for exams, our step-by-step breakdown will help you understand the process of factoring, making it a breeze!
- **Versatile Applications:** Ideal for students, educators, or anyone needing assistance with algebraic expressions, whether for homework, teaching, or just personal understanding.

**Example Simplification:**

For the expression \(49 - 2ax - a^2 - x^2\), our tool reveals:

1. Recognize that \(49\) is \(7^2\), and regroup the terms:
\[
49 - 2ax - a^2 - x^2 = 7^2 - (a^2 + 2ax + x^2)
\]
2. Factor the quadratic part:
\[
= 7^2 - (a + x)^2
\]
3. Apply the difference of squares:
\[
= (7 - (a + x))(7 + (a + x)) = (7 - a - x)(7 + a + x)
\]

Now you're equipped with the factored form: \( (7 - a - x)(7 + a + x) \)!

**Get Yours Today:**

Unlock the power of understanding algebra with the Algebraic Expression Simplifier. Perfect for academics, self-learners, and professionals who want to brush up on their algebraic skills. Order now and take the first step towards mastering algebra!