Translating Radicals to Exponents and Back

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• No mistake was made

Answer explanation

Remember, when multiplying exponents, the shortcut is to add them. When adding fractions, you must get a common denominator.

• Step 1

• Step 2

• Step 3

• No mistake was made

Answer explanation

Remember, when multiplying exponents, the shortcut is to add them. When adding fractions, you must get a common denominator.

Tags

CCSS.HSN.RN.A.2

• Step 1

• Step 2

• Step 3

• No mistake was made

Answer explanation

Remember, when changing from a radical to an exponent, you need to put the power in the numerator and the root or index in the denominator

• Step 1

• Step 2

• Step 3

• No mistake was made

Answer explanation

Remember, when changing from a radical to an exponent, you need to put the power in the numerator and the root or index in the denominator

Answer explanation

Remember, a negative exponent NEVER changes the sign of the base!

Answer explanation

Remember, a negative exponent NEVER changes the sign of the base!

Answer explanation

Remember, a negative exponent NEVER changes the sign of the base!

Answer explanation

Remember, the denominator is the root or index, the numerator is the power or exponent. When pulling out a cubed root, it must be a perfect cube!

Answer explanation

Remember, the denominator is the root or index, the numerator is the power or exponent. When pulling out a cubed root, it must be a perfect cube!

Answer explanation

Remember, the denominator is the root or index, the numerator is the power or exponent. When pulling out a cubed root, it must be a perfect cube!