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Solve the all parts of given problem:
Problem: Supermonkey drops a banana off a 100m high tree. Two seconds later, she realizes that she wants it back.
Part A: If supermonkey can accelerate at two times that of gravity, what is her initial velocity so that she catches the banana 15meters off the ground?
Part B: For how long was the banana falling?
Please explain each step.
A cannon fires a 7.120 kg projectile at 36.75°. If the 480.6 kg cart is pushed 12.35 meters along theground in 2.850 seconds then how fast was the projectile fired
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The 200-inch-diameter objective mirror of the reflecting telescope at the Mt. Palomar Observatory has a focal length of 17 . Part A The -number of a mirror is defined exactly the same as the -number of a lens. What is the -number of this mirror?
Assuming Euclidean geometry in an expanding Universe, and usingHubble's Law, find a formula which gives the angular size inarcseconds, of a nearby galaxy whose diameter, S is 200kpc, as afunction of the observed wavelength for the twice ionized oxyge..
Suppose that a particular artillery piece has a range R = 5790yards. Find its range in miles. Use the facts that 1mile=5280ft and 3ft=1yard
A particle of mass m is positioned at the "north pole" of a frictionless smooth sphere of radius R. what is its velocity at that moment
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a 1.50-cm-diameter parallel-plate capacitor with a spacing of 0.400 is charged to 500.what is the total energy stored
A 1.00 m 3 container of air absorbs 5857 J of heat at a constant pressure of 1.00 atm. Air has a density of 1.20 kg/m 3, a constant-pressure specific heat of 10*10 J/(kg·°C), and a thermal coefficient of expansion of 3.67 X10-3 (°C)-1.
A charge of -250e is uniformly spread through the volume of a sphere of radius 2.00 cm. What is the volume charge density in that sphere
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