0. Review of Algebra

In Exercises 11–28, add or subtract as indicated. You will need to simplify terms to identify the like radicals._ __√5 + √20

Simplify each expression. See Example 1. (n^6)(n^4)(n)

Evaluate each exponential expression in Exercises 1–22. 2^2⋅2^3

In Exercises 1–14, multiply using the product rule.(-3x⁴y⁰z)(-7xyz³)

Simplify each expression. See Example 1. (a^8)(a^5)(a)

In Exercises 1–20, use the product rule to multiply.___ _____⁶√x-5 ⋅ ⁶√(x-5)⁴

In Exercises 1–38, solve each radical equation._____3x - √3x + 7 = -5

In Exercises 1–38, multiply as indicated. If possible, simplify any radical expressions that appear in the product.(4 + √5) (10 - 3√5)

In Exercises 11–28, add or subtract as indicated. You will need to simplify terms to identify the like radicals.__ __5√12 + √75

Write each root using exponents and evaluate. ∜256

Write each root using exponents and evaluate. ∛-125

In Exercises 1–38, solve each radical equation._____ _____√6x + 2 = √5x + 3

In Exercises 1–38, multiply as indicated. If possible, simplify any radical expressions that appear in the product.(7 - 2√7) (5 - 3√7)

In Exercises 11–28, add or subtract as indicated. You will need to simplify terms to identify the like radicals.___ ___5√45x - 2√20x

Evaluate each exponential expression in Exercises 1–22. (3^3)^2