Exploring Negative Exponents and Division Rules

What does the 'cross the line, change the sign' rule help you remember?

If you have x to the power of -2, how would you simplify it using the negative exponent rule?

When simplifying expressions with negative exponents, what should the final version always have?

In the expression 5^3/x^-8, where does x^8 move after applying the negative exponent rule?

What is the result of simplifying the expression x^-2 over -5?

What is the simplified form of 6x^4y^2 over 3x^3y?

When dividing exponents with the same base, what operation do you perform with the exponents?

If you have 24x^5y^2 over 48x^2y^5, what is the exponent of x in the simplified expression?

How do you handle a negative exponent in the final answer of a division problem?

In the expression 24x^5y^2 over 48x^2y^5, what happens to the y exponent in the simplified form?