Explain the power rule for exponents. Use (b) in your explanation.

Q: How do you combine exponents?

A: We can divide or multiply is base is same

Q: 12. Explain what a rational exponent, such as 5 means. Use this explanation to evaluate 92.

A:

Q: Write the expression as a single power of b.

A:

Q: Describe the Laws of Exponents?

A: Our Aim is to describe the law of exponents.

Q: How to determine the linear and distinct factors within the denominator?

A: We have to determine the linear and distinct factors within the denominator.

Q: Explain the power rule for exponents. Use (32)4 in your explanation.

A:

Q: Define algebraic expression.

A: Algebric expression: Any expression that is built up from integers variable, constant and algebric…

Q: Rewrite the radical expression as an exponential expression.

A:

Q: Use the product rule to simplify the expression. √300

A: First, we factor 300

Q: Which is the better base for working with exponents and logs : e or 10? Justify your answer.

A: log with base e is better for working with exponents.

Q: Explain the product rule for exponents. Use 23 * 25 in your explanation ?

A: That is, When multiplying two exponents with same base, we add the exponents.

Q: a) Simplify (3x) + (3x) using the laws of exponents, then evaluate..

A: Since the student has posted multiple questions and does not mention any specific question, so we…

Q: Think of a different way to part of the number that is a power of 10 and write it.

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Q: 10. Jayla's calculator tells her that 2773 is equal to 1 Using properties of exponents, explain this…

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Q: Using properties of exponents, explain why 35 is equivalent to

A: How 323 is equivalent to 93

Q: Rationalize the denominator. Assume

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Q: Simplify using properties of exponents. (x2/3)3

A: The given expression is x233

Q: Write the radical expression as an exponential expression. V6 =

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Q: How do you use an exponent to represent a number such as 16

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Q: Simplify (use product rule) : √r3

A: we have to simplify r3 This can be written as: r2·r Using product rule, we can write this as r2·r=rr…

Q: Using exponential notation, we can write V5 as

A: The given expression is, 53 Using the exponential notation, an=a1n

Q: 22

A:

Q: Simplify the expression. (a )(a*4) Use ^ for your exponent.

A:

Q: Cut to the chase. What do I do with negative exponents?

A: Negative exponent rule: Negative exponents in the numerator get moved to the denominator and become…

Q: Explain the quotient rule for exponents. Use 2 in your explanation. 68

A: Quotient rule for exponent: The quotient rule says that if we have exponent with the same base being…

Q: Simplify the expression. (6x²)? Use for your exponent.

A: An expression is given by: (6x2)2 We have to simplify this expression.

Q: Replace the radical with a fractional exponent. Do not simplify. 5

A: claim- replace the radical with a fractional exponent. x75

Q: Use the power rules for exponents to simplify the expression. (3a'b3) (3a*b") -]

A: For the following power rule,

Q: write the expression using positive rational exponents. 6 ∜(y2)

A: 6y24

Q: How do you find the least common denominator

A:

Q: What is a skewed exponent and how may it be beneficial?

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Q: Explain the product rule for exponents. Use b? . b3 in your explanation.

A: Note that, if two terms has the same base, then on multiplying those terms add its exponents. But,…

Q: When using the quotient rule, you v the exponents from each other.

A: When using the quotient rule,

Q: Explain how to simplify a radical expression using the quotient rule. Provide an example.

A: Consider the provided information,  Let the radical expression is 156. Simplify the provided…

Q: Evaluate the numerical expression.

A:

Q: Explain the quotient rule for exponents. Use 58/52 in your explanation.

A: The quotient rule for exponents sates that if we divide two exponents with same base, then we write…

Q: Use your Exponent Rules to Simplify x 5,4 x48 2 x² y° z 2,,3 x² y .2,3 22 2]

A:

Q: Describe how to transform into an expression with a rational exponent. Make sure you respond with…

A: We have to transform   x753

Q: Explain the product rule for exponents. Use 23 . 25 in your explanation.

A: If the same two terms with the same base are multiplied then the exponents add and the base stays…

Q: Use the power rule and the power of a product or quotient rule to simplify the expression. 3 228

A: Simplifying

Q: Fill in the blank with an appropriate word, phrase, or symbol. With the quotient rule for exponents,…

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Q: Use the quotlent rule to divide. Assume that all varlables represent positive real numbers.…

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Q: For Exercise, use the properties of exponents to simplify the expression. „10

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Q: easiest

A: Integer exponents are exactly what the name implies. They are integers that are exponents. Thus,…

Q: What operation do you use when you see an exponent?

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Q: Explain the quotient rule for exponents. Use 58 / 52 in your explanation ?

A: Explain the quotient rule for exponents. Use 58 / 52 in your explanation ?

Q: Simplify using properties of exponents. (x4/5)5

A: we have to simplify x455

Q: Rewrite the radical expression as an exponential expression. a

A: The index root of the radical expression will become the denominator of fractional  exponent and the…

Q: Sinplify. Write the expression using only positive exponents by-4

A: