(a) Gauge pressure (pressure solely due to the weight of the water), P = ρ g d
(b) P = 1030 kg/m3 x 9.8 m/s2 x 0.15 m = 1514.1 Pascals
(c) F = PxA = ρ g d (π r2) = π r2 ρ g d
(8%) Problem 3: In order to build his sandcastle on the beach, Rory fills his bucket...
(8%) Problem 2: A skydiver plunges d,-450 meters in t,-7.9 s before releasing his parachute. After the chute opens, he plunges an additional d2-845 meters in t2-139 s. See the figure Otheexpertta.co 25% Part (a) Enter an expression for the skydiver's average speed, vi , during the period before releasing the chute in terms of the given quantities. Grade Summary Deductions Potential Late Work % 50 Late Potential 50 Submissions Attempts remaining % per attempt) detailed view 0 END Submit...
PLEASE ANSWER ALL PARTS OF THE PROBLEM CORRECTLY.
THANK YOU FOR YOUR HELP!
9:00 PM (10%) Problem 5: A constant-volume thermometer consists of a rigid bulb and a pressure gauge. To obtain accurate results, this thermometer must be calibrated at a known pressure and temperature. Once this is done, the bulb is sealed off from the atmosphere. The volume and number of moles of gas can no longer change and the temperature is calculated from the pressure measurement. 25% Part...
(8%) Problem 12: A monatomic ideal gas initially fills a container of volume V = 0.15 m at an initial pressure of P= 380 kPa and temperature T = 375 K. The gas undergoes an isobaric expansion to V2 = 0.65 m and then an isovolumetric heating to P2 = 520 kPa. ► 25% Part (a) Calculate the number of moles, n, contained in this ideal gas. n = 0.00861 Grade Summary Deductions 6% Potential 94% HOME d E sin...
(6%) Problem 3: The Marianas Trench, near the Philippines, is the deepest part of Earth's oceans at nearly 11 km. A 33% Part (a) Calculate the pressure, in atmospheres, due to the ocean at the bottom of the Marianas Trench, assumi is a constant 1025 kg/m2 all the way down to the bottom. P= JE ( 7 8 9 E 4 5 sino cos tano cotan asino acoso atan acotano) sinh cosh) tanho cotanho • Degrees Radians 6 3 1...
(8%) Problem 3: A disk at rest experiences a constant angular acceleration for t55 s, at the end of which it is spinning with a 45 rpm. Please answer the following questions. frequency of f 17% Part ( a) Write an expressicn for the magnitude of the angular velocity of the disk after the acceleration in terms of the frequency. Correct! o2xf A 17% Part (b) Calculate the magnitude of the angular velocity of the disk in rad/s at time...
Please answer parts A-D
(8%) Problem 10: Often in opties scientists take advantage of effects that require very high intensity light. To get the desired effect a scientist uses a laser with power P - 0.0025 W to reach an intensity of 7 = 430 W/cm by focusing it through a lens of focal length - 0.19 m. The beam has a radius of r -0.0019 m when it enters the lens. Randomized Variables P = 0.0025 W 1 -...
KHomework Set 9 Pressure on a Dam As the reservoir behind a dam is filled with water, the pressure that the water exerts on the dam increases Eventually, the force on the dam becomes substantial and it could cause the dam to collapse. There are two significant issues to be considered: First, the base of the dam should be able to withstand the pressure pgh , where p is the density of the water behind the danm h is its...
ExpertTA
02 60 beats per min. Grade Summary Attempts remaining (54b per attempt) Grad X + g the mass of an average cell is ten times the mass of a bacterium (which is 10-15 kg) blem Status Potestial 100% 5% pes ament) atan) acotan0sinh0 coshO tanho cotanh Grad x + Homework 02 (U %) Problem 2: Assuming ibe mass of a, average cell is ten times the mass of a bacteria (which is 1015 kg) detailed view 釦▲ 50% Part...