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Radical Expression

Simplifying, adding, subtracting, and multiplying radical exrpessions

Simplify: sqrt5 * sqrt3 Answer: sqrt15 Use the product rule for radicals to find the product
Simplify: ^4sqrt64 * ^4Sqrt4 Use the product rule to multiply Answer: 4
Simplify: ^3sqrt7 * ^3sqrt3 Use the product rule to multiply Answer: ^3sqrt21
Simplify: sqrt5 * sqrtx Answer: sqrt10x
Simplify: Sqrt3/sqrt4 Answer: sqrt3 divided by 2
Simplify: ^3sqrtx^3/^3sqrt27 Answer: x/3
Simplify: ^4sqrt27/^4sqrt8 Answer: ^4Sqrt27/x^2
Simplify: SqrtX^4Y/sqrt289 Answer: X^2sqrtY/17
Simplify: Sqrt75 Answer: 5sqrt3
Simplify: 3sqrt270 Answer: 3^3sqt10
Simplify: 4sqrt80 Answer: 16sqrt5
Simplify: sqrt50 Answer: 5sqrt2
Subtract: sqrt125 - sqrt245 Answer: -2sqrt5
Add: 4Sqrt2x^3 + 2xsqrt18x Answer: 10xSqrt2x
Add/Subtract: 3sqrt75 - 3sqrt50 + sqrt12 Answer: 17sqrt3 - 15sqrt2
Subtract: ^3sqrt135x - ^3sqrt40x Answer: 1^3sqrt5x
Add/Subtract. Simplify: Sqrt36x^3 + Sqrt9x^3 - sqrt4x^3 Answer: 7xsqrtx
Add: 8sqrt3 divided by 5 + 4sqrt3 divided by 3 Answer: 44/15 sqrt3
Question: Define RADICAND Answer: a mathematical quantity from which a square root or higher root is to be extracted
Question: Define LIKE RADICALS Answer: Radicals with the same index and the same radicand are like radicals
Multiply: Sqrt2(Sqrt6 - 3Sqrt2) Answer: 2sqrt3 - 6
Question: What is the product rule for Radicals Answer: IF ^nsqrtb are real numbers, then ^n sqrt a * ^n sqrt b = ^n sqrt ab
Created by: mandimiller0807