Which expressions are equivalent to \[7^{-2}\cdot 7^6\]? Choose 2 answers: Choose 2 answers: (Choice A) \[\dfrac{7^2}{7^{-2}}\] A \[\dfrac{7^2}{7^{-2}}\] (Choice B) \[\dfrac{7^6}{7^{-2}}\] B \[\dfrac{7^6}{7^{-2}}\] (Choice C) \[7^{-12}\] C \[7^{-12}\] (Choice D) \[(7^2)^2\] D \[(7^2)^2\]