lab report

1. According to legend, George Washington threw a silver dollar across the Potomac River, which is about 1600 m (1 mile) wide. For this problem, assume projectile motion and that the quarter was thrown at an angle of 45° and it landed at the same height it was thrown. A. How fast would he have had to throw the silver dollar to make it across the Potomac? B. Assess your answer from part a). Does this seem like a plausible feat?

A stone is thrown with an initial velocity of 100 ft/s upward at 60 degrees to the horizontal. a. Compute the velocity of the stone when it is 50ft horizontally from its initial position. b. Compute the normal acceleration when it is 50ft horizontally from its position. c. Compute the radius of curvature of its path where it is 50ft horizontally from its position.

Q7

A contestant fires his gun from point A at an angle of 30°. He aims to hit a frisbee launched from a scaffold at point B. Determine the time and initial speed of the bullet if it hits the frisbee at C. what is the time needed for the bullet to hit the frisbee and the initial speed of the bullet to hit the frisbee.

Three-dimensional motion Consider the motion of the following objects. Assume the x-axis points east, the y-axis points north, the positive z-axis is vertical and opposite g, the ground is horizontal, and only the gravitational force acts on the object unless otherwise stated.a. Find the velocity and position vectors, for t ≥ 0.b. Make a sketch of the trajectory.c. Determine the time of flight and range of the object.d. Determine the maximum height of the object. A golf ball is hit east down a fairway with an initial velocity of⟨50, 0, 30⟩ m/s. A crosswind blowing to the south produces anacceleration of the ball of -0.8 m/s2.

Three-dimensional motion Consider the motion of the following objects. Assume the x-axis points east, the y-axis points north, the positive z-axis is vertical and opposite g, the ground is horizontal, and only the gravitational force acts on the object unless otherwise stated.a. Find the velocity and position vectors, for t ≥ 0.b. Make a sketch of the trajectory.c. Determine the time of flight and range of the object.d. Determine the maximum height of the object. A baseball is hit 3 ft above home plate with an initial velocity of⟨60, 80, 80⟩ ft/s. The spin on the baseball produces a horizontalacceleration of the ball of 10 ft/s2 in the eastward direction.

Ax- Question 11 A ball is launched from the ground with an initial velocity v-18.1 m/s at an angle of 39.5° above the horizontal. It hits a wall located a horizontal distance of 22.0 m from the launch point. (a) What is the x component of the initial velocity? Provide your answer in m/s. Use 3 significant figures. Your Answer: Answer units

could you please provide explanations

VECTORS- Pythagorean Theorem b C= a + b Solve for the following: 1. Gian walks 4 m East and then proceeds 3 m North. What is his final destination? 2. An airplane that is flying due east at 90km/h and is being blown due south at 50km/h. In what direction and what speed is the airplane actually flying?

Moving to another question will save this response. Question 4 A projectile is fired with an initial speed of 66.8 m/s at an angle of 33.4 degrees above the horizontal on a long flat firing range. Determine the y-component of initial velocity. (Write the value and SI unit.) Moving to another question will save this response.

Written Challenge Problem, 2D Kinematics: Snowballs are thrown with a speed of 19 m/s from a roof 7.0 m above the ground. Snowball A is thrown horizontally; snowball B is thrown in a direction 35° above the horizontal. Find the direction of motion (that is, the angle of the velocity vector) of each of the two snowballs just before they land. 1) Draw a pictorial representation of the problem. 2) Choose a coordinate system. Remember to identify where the origin is. 3) Sketch out qualitative graphs of the trajectory for both snowballs. 4) List the variables given, variables needed, and any simplifying assumptions being made. Translate information you've been given on vectors in polar form, into cartesian form. 5) Write out the general kinematic equations you will use to solve the problem. 6) Solve algebraically for the variables you need. 7) Comment briefly on whether your result is reasonably believable. If it is – what sort of result could be easily identified as not believable for this…

Describe a sport-specific movement applying the concepts of linear kinematics in two dimensions. Post an image of a person in a sport or exercise setting and describe the linear kinematics of the performer or the object (in the case of a projectile) in two dimensions, specifically addressing the following: Establish the frame of reference, starting with an origin Define each axis and which direction would be negative/positive Describe the change in position, velocity, and acceleration that occur in both dimensions  asap please

1.For which angle is the height H of the projectile maximum? 2.Determine maximum Range from R vs θ graph (Insert the graph here). For which angle is the range R of the projectile greatest? (Well, this one cannot be answered in a single sentence in case you’re wondering)   3.For which angle is the flight time Tf of the projectile greatest?   4.Will the angle at which the projectile has the maximum height change with velocity? (Play with the simulation and find the answer if you cannot answer it theoretically)   5. Will the mass of the projectile have any effect on the maximum height reached, provided the initial velocity remains constant?