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Exponent Rules 3

June 19, 2010
by
Khan Academy
YouTube video player
Exponent Rules 3

TL;DR

The video explains how to simplify a complex expression written in exponential form by grouping the same bases and combining their exponents.

Transcript

Write in simplified exponential form. And we have a product of a bunch of things here. 6 times 7 times 6 times 9 times 2 to the fourth times 2 times 6 squared times 9. So a good place to start is to just group the things that are of the same base. And then maybe we can combine their exponents. And let's see if we can simplify it from there. Let's j... Read More

Key Insights

  • 😑 Simplifying an expression in exponential form involves grouping same bases and combining their exponents.
  • 👻 Merging the bases allows simplification by adding their exponents.
  • 😑 Breaking down bases to prime factors can further simplify the expression.

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Questions & Answers

Q: How can you simplify an expression written in exponential form?

To simplify an expression written in exponential form, you need to group the same bases and combine their exponents.

Q: What are the steps involved in simplifying an expression in exponential form?

The steps involve identifying the bases, grouping them, combining their exponents, and simplifying the resulting expression.

Q: Can you explain the process of merging the bases and simplifying the exponents?

Merging the bases involves adding the exponents of the same base. Simplifying the exponents requires breaking down the bases to their prime factors and combining them accordingly.

Q: Is it possible to further simplify the expression in exponential form?

Yes, you can break down the bases to their prime factors and simplify them even further, resulting in the simplest form of the expression.

Summary & Key Takeaways

  • The video demonstrates the process of simplifying an expression written in exponential form by grouping the same bases and combining their exponents.

  • The example used in the video includes bases of 2, 6, 7, and 9, and their corresponding exponents.

  • By merging the bases and simplifying the exponents, the expression can be simplified to its simplest form.


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