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Compute all given parts of following problem:
Problem: A vertical cliff is located at the edge of a lake, with the top of the cliff a vertical distance of 6.00 m above the water. A dog runs horizontally off the cliff with a speed of v0 as it leaves the edge of the cliff. The dog lands in the water a horizontal distance of 4.00 m from the edge of the cliff.
Part A: How long is the dog in the air?
Part B: What was the initial speed v0 of the dog?
I need help to determine the initial speed v0 of the dog.
A long non-conducting cylinder has a charge density p = Alpha R, where Alpha = 6.53 C/m4 and r is in meters. Concentric around it is a hollow metallic cylindrical shell. find the surface charge density inside the hollow cylinder
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a water pipe having a 2.4 cm inside diameter carries water into the basement of a house at a speed of 0.93 ms and a
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Two charged particles, q1 = ?2.50×10?3 C and q2 = +3.550e-3 C, are separated by a distance of 5.00 cm. find the electric potential energy of this configuration
An ice cream cone is filled with melted vanilla ice cream of density 1.21g/cm3 The cone is 10.1cm long and has a diameter of 6.1 cm at the larger top end. Find the gauge pressure at the bottom of the cone
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