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Welcome To My Channel Algebra-1 with Mr. Peters Subscribe Here: https://cutt.ly/1I8Uiev\ In this video, we will learn how to distribute and simplify radicals with variables and radicals in just 3 key steps. Understanding this concept is crucial for mastering algebra and simplifying complex expressions. Step 1: Distribute the radical to each term inside the parentheses. This involves multiplying the radical by each term individually. Make sure to apply the rules of multiplication with radicals, such as multiplying the numbers outside the radicals and the numbers inside the radicals separately. Step 2: Simplify the expression by combining like terms. This includes adding or subtracting the coefficients of the variables and radicals that are similar. Remember to keep the variables and radicals separate from the constants. Step 3: Continue simplifying until you have fully simplified the expression. This may involve further combining like terms, factoring out common factors, or rationalizing the denominator if necessary. By following these 3 key steps, you will be able to distribute and simplify radicals with variables and radicals efficiently and accurately. Watch the video to see examples and practice problems to solidify your understanding of this important algebraic concept. 🎥Watch Most Recent & Similar Videos🎥 💠Simplify Radicals with Distributive Property ✔️ • Simplify Radicals with Distributive Property 💠Multiplying Polynomials using the Box Method ✔️ • Multiplying Polynomials using the Box Method 💠FOIL method How to Multiply Binomials | Algebra 1 Review ✔️ • FOIL method How to Multiply Binomials | Al... 💠How to Multiply Polynomials, Binomials, & Trinomials Box Method ✔️ • Multiplying Polynomials using the Box Method 💠Radical Multiplication with Box Method ✔️ • Radical Binomial Multiplication Box Method 💠Mastering FOIL & Multiplying Complex Binomials ✔️ • Multiplying Binomial Expressions with Radi...