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A 105mm M119 fires a shell with speed (initial speed) = 552m/s and = 420 degree...
A battleship simultaneously fires two shells toward two identical enemy ships. One shell hits ship A,...
A battleship simultaneously fires two shells toward two identical enemy ships. One shell hits ship A, which is close by, and the other hits ship B, which is farther away. The two shells are fired at the same speed. Assume that air resistance is negligible and that the magnitude of the acceleration due to gravity is g. * What shape is the trajectory (graph of y vs. x) of the shells? a.straight line b.parabola c.hyperbola d. The shape cannot be...
019 10.0 points A cannon fires a 0.579 kg shell with initial velocity Vi-11 m/s in...
019 10.0 points A cannon fires a 0.579 kg shell with initial velocity Vi-11 m/s in the direction θ 43° above the horizontal. The shell's trajectory curves downward be- cause of gravity, so at the timet 0.55 s the shell is below the straight line by some vertical distance ΔΙι Find this distance Ah in the absence of air resistance. The acceleration of gravity is 9.8 m/s2. Answer in units of m
A shell is shot with an initial velocity of 25 m/s, at an angle of =...
A shell is shot with an initial velocity
of 25 m/s, at an angle of
= 57° with the horizontal. At the top of the trajectory, the shell
explodes into two fragments of equal mass (see the figure). One
fragment, whose speed immediately after the explosion is zero,
falls vertically. How far from the gun does the other fragment
land, assuming that the terrain is level and that air drag is
negligible?
A mortar fires a shell of mass m = 1.79 kg at speed v0. The shell...
A mortar fires a shell of mass m = 1.79 kg at speed v0. The shell explodes at the top of its trajectory (shown by a star in (Figure 1)) as designed. However, rather than creating a shower of colored flares, it breaks into just two pieces, the smaller one of which has a mass 0.240 kg . If there had been no explosion, the shell would have landed a distance r = 172 m from the mortar. Both pieces land at...
A mortar fires a shell of mass m at speed v0. The shell explodes at the top of its trajectory (shown by a star in...
A mortar fires a shell of mass m at speed v0. The shell explodes at the top of its trajectory (shown by a star in the figure) as designed. However, rather than creating a shower of colored flares, it breaks into just two pieces, a smaller piece of mass 15m and a larger piece of mass 45m. Both pieces land at exactly the same time. The smaller piece lands perilously close to the mortar (at a distance of zero from...
A shell is shot with an initial velocity 0 of 20 m/s, at an angle of ?0 = 60° with the...
A shell is shot with an initial velocity 0 of 20 m/s, at an angle of θ0 = 60° with the horizontal. At the top of the trajectory, the shell explodes into two fragments of equal mass . One fragment,whose speed immediately after the explosion is zero, falls vertically. How far from the gun does the other fragment land, assuming that the terrain is level andthat air drag is negligible?
(35 points total) An archer shoots an arrow with an initial speed of 45 m/s, at...
(35 points total) An archer shoots an arrow with an initial speed of 45 m/s, at an angle of 70° from the horizontal. a) How much time does it take to reach the top of its trajectory? b) What is its velocity (magnitude and direction) at the top of its trajectory? c) What is its acceleration (magnitude and direction) at the top of its trajectory? d) How high does it go? e) Assume that the arrow hits the ground 2...
Problem 2: I throw a ball, mass m-5.0kg, at an initial speed of 3.0m/s, at an...
Problem 2: I throw a ball, mass m-5.0kg, at an initial speed of 3.0m/s, at an initial height of 1.7m, but at an angle of 37' with respect to the horizontal. It lands on the ground, at a final height of zero. (a) What is the initial velocity? (This is a VECTOR. Define ti as the horizontal, and +j as the vertical.) (b) What is the time when the ball obtains its maximum height? (c) What is the maximum height...
Problem 2: I throw a ball, mass m-5.0kg, at an initial speed of 3.0m/s, at an...
Problem 2: I throw a ball, mass m-5.0kg, at an initial speed of 3.0m/s, at an initial height of 1.7m, but at ar angle of 37" with respect to the horizontal. It lands on the ground, at a final height of zero. (a) What is the initial velocity? (This is a VECTOR. Define ti as the horizontal, and +j as the vertical.) (b) What is the time when the ball obtains its maximum height? (c) What is the maximum height...
A cannon on a cliff at a height of H = 34 meters fires a cannonball...
A cannon on a cliff at a height of H = 34 meters fires a cannonball in the horizontal direction. The initial velocity of the cannonball is 6.9 m/s. What is the horizontal distance D which the cannonball travels before it hits the ground below? What will the speed of the ball be just before it hits the ground? What direction will the cannonball be moving just before it hits the ground? Enter the angle relative to the horizontal axis....
019 10.0 points A cannon fires a 0.579 kg shell with initial velocity Vi-11 m/s in the direction θ 43° above the horizontal. The shell's trajectory curves downward be- cause of gravity, so at the timet 0.55 s the shell is below the straight line by some vertical distance ΔΙι Find this distance Ah in the absence of air resistance. The acceleration of gravity is 9.8 m/s2. Answer in units of m
A shell is shot with an initial velocity
of 25 m/s, at an angle of
= 57° with the horizontal. At the top of the trajectory, the shell
explodes into two fragments of equal mass (see the figure). One
fragment, whose speed immediately after the explosion is zero,
falls vertically. How far from the gun does the other fragment
land, assuming that the terrain is level and that air drag is
negligible?
Problem 2: I throw a ball, mass m-5.0kg, at an initial speed of 3.0m/s, at an initial height of 1.7m, but at an angle of 37' with respect to the horizontal. It lands on the ground, at a final height of zero. (a) What is the initial velocity? (This is a VECTOR. Define ti as the horizontal, and +j as the vertical.) (b) What is the time when the ball obtains its maximum height? (c) What is the maximum height...
Problem 2: I throw a ball, mass m-5.0kg, at an initial speed of 3.0m/s, at an initial height of 1.7m, but at ar angle of 37" with respect to the horizontal. It lands on the ground, at a final height of zero. (a) What is the initial velocity? (This is a VECTOR. Define ti as the horizontal, and +j as the vertical.) (b) What is the time when the ball obtains its maximum height? (c) What is the maximum height...
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Learning Outcomes:
Upon the successful completion of this module, you should
understand the following concepts:
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