Example1

Title: Product and Quotient Rule for Exponents

Grade 6+ Lesson s3-l2

Explanation: The best way to understand algebra is by looking at some examples. Take turns and read each example for easy understanding.

Examples

TopicsDefinition Example1 Example2

Solve the expression: \$ 6^7/ 6^3 \$.?

Step 1

Given expression \$ 6^7/ 6^3 \$.
Apply the quotient rule for exponents: \$(a^m / a^n) = a^(m-n)\$

\$ 6^7 / 6^3 = 6^(7-3) \$

Explanation:

Here, we applied the quotient rule.

Step 2

Subtract the exponents:

\$6^7/6^3 = 6^4\$
The solved expression is \$6^4\$.

Explanation:

So, the expression \$6^7/6^3\$ simplifies to \$6^4\$.

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