An arrow (m = 5.0 g) is fired at a styrofoam block (m = 150 g) sitting on the edge of a frictionless table. The tabletop is 1.1 m above ground. The arrow enters the block horizontally at va1 = 35 m/s and passes through to the other side, exiting horizontally at va2 = 15 m/s. a) Determine the speed of the styrofoam after the arrow exits the block. b) Determine where the Styrofoam will land with respect to the arrow. Assume the arrow passed right through the centre of mass of the block, and both objects drop the same vertical distance to the ground.
An arrow (m = 5.0 g) is fired at a styrofoam block (m = 150 g) sitting on the edge of a frictionless table. The tabletop is 1.1 m above ground. The arrow enters the block horizontally at va1 = 35 m/s and passes through to the other side, exiting horizontally at va2 = 15 m/s. a) Determine the speed of the styrofoam after the arrow exits the block. b) Determine where the Styrofoam will land with respect to the arrow. Assume the arrow passed right through the centre of mass of the block, and both objects drop the same vertical distance to the ground.
College Physics
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Author:Raymond A. Serway, Chris Vuille
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Chapter1: Units, Trigonometry. And Vectors
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Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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41. An arrow (m = 5.0 g) is fired at a styrofoam block (m = 150 g) sitting on the edge of a frictionless
table. The tabletop is 1.1 m above ground. The arrow enters the block horizontally at va1 = 35 m/s
and passes through to the other side, exiting horizontally at va2 = 15 m/s.
a) Determine the speed of the styrofoam after the arrow exits the block.
b) Determine where the Styrofoam will land with respect to the arrow. Assume the arrow passed
right through the centre of mass of the block, and both objects drop the same vertical distance to
the ground.
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Step 1: calculating the initial and final linear momentum of the system
VIEWStep 2: Determining the speed of the styrofoam after the arrow exits the block
VIEWStep 3: calculation of time of flight and horizontal displacement of the arrow
VIEWStep 4: calculation of time of flight and horizontal displacement of the arrow
VIEWStep 5: calculation of time of flight and horizontal displacement of the styrofoam
VIEWStep 6: Determination of where the Styrofoam will land
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