Simplifying a radical expression by using prime factorization of the number

👉 Learn how to find the 3rd root of an expression. To find the 3rd root of an expression, if the exponent of the expression is a multiple of 3, then the 3rd root of the expression is the base of the expression with an exponent that is the quotient of the original exponent and 3. If the exponent of the expression is not a multiple of 3, then we express the expression as a product of two expressions of the same base with one expression having the exponent that is the highest multiple of 3 less than the exponent of the original expression and the other expression having the exponent which is the difference between the exponent of the original expression and the first expression. Then, the required 3rd root is the first expression with an exponent that is the quotient of the original exponent of the first expression and 3 together with the second expression left as a 3rd root radical.

Organized Videos:
✅How To Simplify a Radical Expression
✅How To Simplify The Cube Root of a Number
✅How to Simplify The 4th Root of a Number
✅How to Simplify the Square Root of a Number
✅How to Simplify The Square Root of a Number with Coefficient
✅How to Simplify Expressions | 4th Root
✅How to Simplify Radical Expressions | 5th Root
✅How to Simplify Radical Expressions | Cube Root
✅How to Simplify Radical Expressions | Learn About
✅How to Simplify Radical Expressions | Easy
✅How to Simplify Radical Expressions | Hard

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