Rewrite the expression using only positive exponents and the lowest exponents possible. There is an answer bank link at the bottom to check your answers.
1) \( (3x^2y^2)^3 \)
2) \( (3^2 s^3)^6 \)
3) \( (5g^{-4}h^3)^3 \)
4) \( \Large\frac{ x^{-5}y^8}{x^{-5}(y^6)^{-2}} \)
5) \( \Large\frac{(16qr^{-6})^{-1}}{4q^3r^7} \)
6) \( \Large\left( \frac{8e^{-4}f^2}{4ef^5} \right)^{-2} \)
Create a problem that has an answer that looks like....
7) \( -7x^{-4} \)
1) \( (3x^2y^2)^3 \)
2) \( (3^2 s^3)^6 \)
3) \( (5g^{-4}h^3)^3 \)
4) \( \Large\frac{ x^{-5}y^8}{x^{-5}(y^6)^{-2}} \)
5) \( \Large\frac{(16qr^{-6})^{-1}}{4q^3r^7} \)
6) \( \Large\left( \frac{8e^{-4}f^2}{4ef^5} \right)^{-2} \)
Create a problem that has an answer that looks like....
7) \( -7x^{-4} \)