Question

4.1.4.

Ask by Morrison Lawson. in South Africa
Mar 16,2025

Upstudy AI Solution

Tutor-Verified Answer

Answer

Solution

  1. Begin with the expression:
  2. Recognize that the expression is in the form where and . The square of a binomial is given by:
  3. Substitute and into the formula:
  4. Compute each term:
  5. Write the final expanded form:

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Extra Insights

Let’s dive into the fun world of expanding ! When you square a binomial, you apply the formula . Here, is and is . So, squaring it up gives us .
Now you can see how this little expression transforms into a lovely quadratic! Quadratics like this are useful in various real-world scenarios, such as calculating areas of squares with changing side lengths or optimizing profit margins in business by finding maximum revenue. Quadratics are key players in many real-life applications!

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