1) Calculate the pressure at the bottom of the Narragansett Bay, which is 56 mbelow sea level at its deepest point.A) 5.63094 × 10ª PaB) 5.63094 × 105 PaC) 5.63094 × 106 PaD) 5.63094 × 107 PaE) 5.63094 × 10 PaF) 5.63094 × 10° Pa2) The pressure at the bottom of an average spot in the Narragansett Bay is onlyabout 7.800 x 10* Pa because most of the Bay is not as deep at its deepest spot.Calculate the average depth below sea level. (The answer is a little surprising -feel free to look this up if you want to check your result, but understand Irounded the pressure quoted above so the correct answer doesn't agree exactlywith what you'll find)A) 7.765 mB) 10.61 mC) 7.951 mD) 7.757 mE) 12.10 mF) 7.959 m3) The point on Earth farthest below sea level (that we know about) is under thePacific Ocean in the Mariana Trench at a depth of 11.034 km. Calculate thepressure there.A) 1.0813× 10® PaB) 1.0824 × 108 PaC) 5.6309 × 107 PaD) 1.0662 x 108 PaE) 1.1084 x 108 PaF) 1.1095 × 10° Pa 4) Some fish that evolved to live at extreme depths essentially explode if they arePrinted by Wolfram Mathematica Student Edition2 | L07.02.nbbrought to the surface. This happens for the same reason that you wouldessentially implode if you tried to go down to visit them without a very specialsubmarine. Let us approximate the cross sectional area of a fish (as viewed fromabove) that might live in the Mariana Trench to be a rectangle of2 cm x 10 cm = 20 cm² = 2 × 10-5 m³. Calculate the force this fish would feelpushing down on it due to the ocean water above it.A) 8 x 10° PaB) 8 x 1011 PaC) 6x 1012 PaD) 8 x 1014 PaE) 9 × 1011 PaF) 1× 1011 PaAs an aside, even though this result is mind-boggling, the truth is even greater than this (for two rea-sons)! To perform this calculation, we assume the gravitational acceleration is constantly 9.81 .While this is a fine assumption most of the time, as we have seen in the course, the value of g actuallychanges as you go farther from the surface of the Earth. At this depth its magnitude would be greaterthan 9.81, so the pressure calculation underestimates the actual pressure. For the same reason, andthe fact that fluids aren't technically incompressible, the density increases a bit as you go deeper intothe ocean. Both these small errors in our approximations mean the pressure and thus the force here islarger than what this calculation shows.

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Description: 1) Calculate the pressure at the bottom of the Narragansett Bay, which is 56 mbelow sea level at its deepest point.A) 5.63094 × 10ª PaB) 5.63094 × 105 PaC) 5.63094 × 106 PaD) 5.63094 × 107 PaE) 5.63094 × 10 PaF) 5.63094 × 10° Pa2) The pressure at th

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1) Calculate the pressure at the bottom of the Narragansett Bay, which is 56 m below sea level at its deepest point. A) 5.63094 × 10ª Pa B) 5.63094 × 105 Pa C) 5.63094 × 106 Pa D) 5.63094 × 10' Pa E) 5.63094 × 10® Pa F) 5.63094 x 10° Pa