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A small hole in the side of a tank is drilled so that the stram of water hits the gound as far from the tnk as possible. The height of the tank is 14 ft. Using the formulas for gravity d=1/2gt^2. The horizontal exit velocty of the water from the hole is v=(2g(h-x)^1/2. H is the heiht of the tank and x is the height of the hole. g=16ft/sec^2. How long does it take for the water to fall to the ground from a height of x ft?How far does the water travel horizontally in the time that it atake to fall to th ground? Identify the domain of the function you found in the previous step and find the max value of the function on this domain. How high should the hole be drilled? How far from the tank does the water land?

A small hole in the side of a tank is drilled so that the stram of water hits the gound as far from the tnk as possible. The height of the tank is 14 ft. Using the formulas for gravity d=1/2gt^2. The horizontal exit velocty of the water from the hole is v=(2g(h-x)^1/2. H is the heiht of the tank and x is the height of the hole. g=16ft/sec^2. How long does it take for the water to fall to the ground from a height of x ft?How far does the water travel horizontally in the time that it atake to fall to th ground?
Identify the domain of the function you found in the previous step and find the max value of the function on this domain. How high should the hole be drilled? How far from the tank does the water land?

Grade:12

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