1. To solve for the relationship between the length of one side of the base of a square pyramid and

1. To solve for the relationship between the length of one side of the base of a square pyramid and its height with its volume, the formula b=√3v/h is used, where b is the length of the side of the base, h is the height of the pyramid and V is the volume of the pyramid. Find the volume of square pyramid if each side of the base is 6 feet long and the height is 2 feet high.​
2. The formula t= √d/4 represents the distance (d), in feet, that an object falls in t seconds, assuming that the air resistance does not slow down the object. In an object fall from a top of a building with a height of 1,730 feet, how long will it reach the ground?

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