Parabolic curve
The main forces that cause a projectile to curve as it travels are gravity and air resistance. Gravity pulls the projectile downward, causing it to follow a curved path. Air resistance can also affect the trajectory of the projectile, particularly by slowing it down and altering its path.
The curve described by a projectile in flight is called a parabolic trajectory. This curve is a result of the combined effects of the projectile's initial velocity, launch angle, and the force of gravity acting upon it. The projectile follows this path as it moves through the air until it eventually falls to the ground due to gravity.
A half projectile refers to the projectile motion of an object where it is launched at an angle of 45 degrees to the horizontal. This angle maximizes the range of the projectile for a given initial velocity, making it travel the furthest distance before hitting the ground. The path of the projectile is a parabolic curve.
To match the curve of the Earth, the projectile must travel at an initial velocity of about 7.9 km/s horizontally. This velocity is equivalent to the orbital velocity necessary for the projectile to continuously fall along the Earth's curvature. Accounting for air resistance and other factors may require adjustments to this initial velocity.
The path taken by a missile or projectile is determined by its initial velocity, angle of launch, and external forces like gravity and air resistance. This path is usually a parabolic curve known as a projectile trajectory. The trajectory can be calculated using physics equations such as the kinematic equations of motion.
The main forces that cause a projectile to curve as it travels are gravity and air resistance. Gravity pulls the projectile downward, causing it to follow a curved path. Air resistance can also affect the trajectory of the projectile, particularly by slowing it down and altering its path.
The curve described by a projectile in flight is called a parabolic trajectory. This curve is a result of the combined effects of the projectile's initial velocity, launch angle, and the force of gravity acting upon it. The projectile follows this path as it moves through the air until it eventually falls to the ground due to gravity.
The answer is 8km/s
A half projectile refers to the projectile motion of an object where it is launched at an angle of 45 degrees to the horizontal. This angle maximizes the range of the projectile for a given initial velocity, making it travel the furthest distance before hitting the ground. The path of the projectile is a parabolic curve.
To match the curve of the Earth, the projectile must travel at an initial velocity of about 7.9 km/s horizontally. This velocity is equivalent to the orbital velocity necessary for the projectile to continuously fall along the Earth's curvature. Accounting for air resistance and other factors may require adjustments to this initial velocity.
I think the question is about projectile motion, Yes the animals jumping is the best example of projectile motion, when they jump a parabolic curve is formed thus their jumping could be taken as an example of projectile motion.......
A movement pattern of the arm, which improves accuracy when throwing or hitting a projectile. It involves flattening the centre of the arc of the curve in which the arm is traveling and in the direction in which the projectile is to follow.
A movement pattern of the arm, which improves accuracy when throwing or hitting a projectile. It involves flattening the centre of the arc of the curve in which the arm is traveling and in the direction in which the projectile is to follow.
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A parabolic curve is a curve where any point in the curve is an equal distance from two areas. It is an equal distance away from the focus, or fixed point and the fixed straight line, or the directrix.
circle, compound curve, elipse . . . .
The path taken by a missile or projectile is determined by its initial velocity, angle of launch, and external forces like gravity and air resistance. This path is usually a parabolic curve known as a projectile trajectory. The trajectory can be calculated using physics equations such as the kinematic equations of motion.