(1 point) Suppose you want to determine how many times you would need to fold a piece of paper in order to reach the moon. The average distance from the moon to the earth is 384,400 km. You should use the assumptions given in Problem 1 as well as the formula you found in Problem 1 part (a). a) Select all of the steps below that you would need to complete in order to determine how many times you would need to fold the papen [I A. Use logarithms to solve for n. [I B. Convert 384,000 km to mm. [I C. Set the equation from Problem 1 equal to the distance in km. El D. Convert 384,000 km to m. D E. Set the equation from Problem 1 equal to the distance in mm. [I F. Multiply both sides of the equation by 0.1. D G. Divide both sides ofthe equation by 0.1. [I H. Plug the distance in m for'n. in the equation from Problem 1. El |. Plug the distance in mm for n in the equation from Problem 1. I] J. Plug the distance in km for'n. in the equation from Problem 1. b) Based on your work from part (a), how many times would you need to fold the paper in order to reach the moon? Round your answer to the nearest whole number. times