for this problem use the formula V(final)= V0 +A*t
V0=36ms
V(final)= 12ms
A= -9.8m/s^2
t=?
plug into the equation
12= 36 + (-9.8)t
-24= (-9.8)t
t=2.4 seconds
This depends entirely on the trajectory of the initial launch and the aerodynamics of the object thrown. The vertical forces of gravity operate independently of the horizontal forces of acceleration and deceleration (i.e. the throw and the friction that will slow the object as is travels through the air). As soon as the object is thrown is begins to fall (because of gravity). If it is to make it 60 yards before gravity pulls it to the ground, the time it takes to fall must equal the time it take to travel 60 yards. You can make the object travel 60 yards by either increasing the speed it travels or increasing the distance it has to fall. It is most effective to do both. Throw hard and throw high. So... as asked, this question has no actual answer without more information about the object being thrown and the trajectory with which it is thrown.
The contact force will keep the ball moving but as the ball goes farther the ball slows down that's were the non contact force comes in it makes the ball not in contact
KE = 1/2mv2, where m is mass in kg, and vis velocity in m/s. Since both the baseball and the softball are thrown at the same velocity, the difference in KE comes down to mass. A baseball has a mass of 0.142kg - 0.149kg, and a softball has a mass of 0.177kg - 0.198kg. Therefore, since the softball has the greater mass, the softball would have more kinetic energy. The 2 after the v is supposed to be a superscript and is supposed to mean velocity squared.
Nothing at all.
On the site students.arch.utah.edu, it states that 1 million pounds of trash is thrown away per person every year.
The vertical component of the initial velocity of the ball thrown horizontally from a window is zero. The ball's initial velocity in the vertical direction is influenced only by the force of gravity, not the horizontal throw.
The motion of an object thrown at an angle is a combination of both horizontal and vertical motion. The horizontal motion is constant and is controlled by the initial velocity in the x-direction. The vertical motion is influenced by gravity, causing the object to follow a curved path.
The potential energy of the orange increases as its height increases when thrown up into the air. This is because the orange gains potential energy due to its vertical position relative to the ground, which is converted from its initial kinetic energy (motion) when it was thrown.
The thrown ball will have a greater speed when it reaches ground level because it has a horizontal component of velocity in addition to the vertical component. The rock only has a vertical component of velocity due to gravity.
A thrown object follows a curved path due to the combination of its initial velocity and the force of gravity acting on it. The horizontal velocity propels the object forward, while the vertical force of gravity causes it to accelerate downward, resulting in a curved trajectory. This combination of horizontal and vertical motion gives rise to a curved path.
Acceleration is dependent on the initial velocity of how fast the object is leaving the projectile. The vertical acceleration is greater when the object is falling than when the object reaches the peak in height. However, if the object is thrown horizontally and there is no parabola in its shape then there is not as great of an acceleration.
Gravity is the force that gives a thrown ball its vertical movement. As the ball is thrown upwards, gravity acts on it, pulling it back down towards the ground. The vertical movement of the ball is a result of the interaction between the force of the throw and the force of gravity.
Gravity
initial velocity on xx=vi*cos(angle) 53.62 kmh 14.89 ms
9.8
A baseball can
The best way to analyze an object thrown into the air is to use projectile motion equations to calculate its initial velocity, angle of projection, and other relevant parameters. By breaking down the motion into horizontal and vertical components, you can determine its trajectory, maximum height, range, and time of flight accurately. Additionally, considering air resistance if necessary can provide a more realistic analysis of the object's motion.