Hello: * Yes, the angle of a catapult does affect the distance. And this applies to both changing the angle of the catapult and changing the angle of the terrain under the catapult. If you shoot the catapult at say 45 degrees, you have very good distance. If you shoot it at 30 degrees, while it may be further, it would be lower to the ground and perhaps not travel as far hitting trees and running into wind-shear. If you shoot at say 80 degrees, while the lob goes high up in the air, it won't travel very far. So your best bet, for maximum distance, is to take your catapult to the highest possible altitude, aim for 45 degrees, taking into account the wind direction and speed, and lob away. Don't hit anyone. :) Answer Actually, the maximum distance that can be achieved from a catapult is at an angle of 45 degrees. Every degree increase from 0 up to 45 approaches the maximum distance that something can be thrown. Every degree from 45 to 90 decreases the distance.
Yes, the pullback angle of a catapult can affect the distance a ball could go. A greater pullback angle typically increases the applied force on the projectile, resulting in a longer distance traveled. However, the optimal angle depends on various factors, such as the launch velocity and air resistance.
Yes, weight can affect how far a catapult launches a tennis ball. A heavier weight in the catapult can generate more force and potential energy, which can result in the tennis ball being launched further. However, the weight must be balanced and optimized to ensure the catapult operates efficiently and effectively.
The answer is 45 degrees. If given the same velocity, and thrown at say...10 degrees, to the ground, then the distance it would travel is the same as the distance it would travel if it were thrown 80 degrees. Complementary angles end up at the same distance horizontally.
Yes, it does. The further up a ball is placed on a ramp, the greater the distance the ball travels. If launched from a lower starting position, then the ball shall travel a shorter distance. This is all true under Newton's second law, which states that Force = mass * acelaration(F= m*a). If the ball has to move something, i.e. a cup, then the rule applies as well.
The distance the tennis ball would go can be calculated using projectile motion equations. With the given information and assuming no air resistance, the ball would travel approximately 20 meters horizontally before hitting the ground.
Yes, the pullback angle of a catapult can affect the distance a ball could go. A greater pullback angle typically increases the applied force on the projectile, resulting in a longer distance traveled. However, the optimal angle depends on various factors, such as the launch velocity and air resistance.
yes it does the optimal ang
The distance travelled by the ping pong ball would depend on factors such as the force applied by the catapualt, the angle of launch, wind speed, and direction, etc.
Yes, weight can affect how far a catapult launches a tennis ball. A heavier weight in the catapult can generate more force and potential energy, which can result in the tennis ball being launched further. However, the weight must be balanced and optimized to ensure the catapult operates efficiently and effectively.
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A catapult likely has a better shot at making a ping pong ball in a garbage can ten feet away. It can be precisely calibrated to launch the ball at the right angle and force needed for the distance. In contrast, a mouse trap is designed for snapping quickly and may not provide the control or trajectory necessary for a successful shot. Overall, the catapult's design allows for greater accuracy and consistency in launching the ball.
The two key aspects of a golf club that affect the distance and flight pattern of a golf ball are the clubhead design and the loft angle. The clubhead design influences the aerodynamics and impact efficiency, while the loft angle determines the launch angle and spin rate of the ball. Together, these factors impact how far and high the ball travels after being struck.
The answer is 45 degrees. If given the same velocity, and thrown at say...10 degrees, to the ground, then the distance it would travel is the same as the distance it would travel if it were thrown 80 degrees. Complementary angles end up at the same distance horizontally.
Yes, it does. The further up a ball is placed on a ramp, the greater the distance the ball travels. If launched from a lower starting position, then the ball shall travel a shorter distance. This is all true under Newton's second law, which states that Force = mass * acelaration(F= m*a). If the ball has to move something, i.e. a cup, then the rule applies as well.
No this is simply to hold the ball together, it does not affect the distance the ball travels in any way.
maybe....just leave me alone
The distance the tennis ball would go can be calculated using projectile motion equations. With the given information and assuming no air resistance, the ball would travel approximately 20 meters horizontally before hitting the ground.