Draw a motion diagram for the part of the jump where the person is the process of landing. Indicate an acceleration vector, if the acceleration is not zero
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Draw a motion diagram for the part of the jump where the person is the process of landing. Indicate an acceleration vector, if the acceleration is not zero.
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- Draw a motion diagram for the part of the jump where the person is in the air. Indicate an acceleration vector, if the acceleration is not zero.Problem 1 A cannonball is fired from the roof of a house, which is 3.5 m above ground level. The ball exits the cannon with a speed of 170 m/s at an angle of 35 degrees above the horizontal. Assume the ball travels over flat ground. a) What is the total time that the cannonball is in the air? b) What horizontal distance does the cannonball travel before landing? c) What maximum height above the ground does the cannonball reach? d) What is the acceleration of the cannonball throughout the motion?a) What is the distance it travelled during 2 seconds?b) In what direction did it ravel (angle with the positive x-axis)? c) What is the acceleration vector of this particle?
- An object is propelled from the origin with acceleration ? =(4.00?̂+2.00?̂) ?/?2 and initial velocity ? 0 =(8.00?̂+12.0?̂) ?/? for 5.00 seconds. After this 5.00 second interval, the object then travels as a projectile. a. Determine how long the object is in the air. b. What is the object’s position vector (in unit-vector notation) when it reaches its maximum altitude? c. What is the object’s velocity vector (in magnitude and direction) just before it hits the ground?The froghopper, Philaenus spumarius, holds the world record for insect jumps. When leaping at an angle of 58.0° above the horizontal, some of the tiny critters have reached a maximum height of 58.7 cm above the level ground.a. What was the takeoff speed for such a leap?b. What horizontal distance did the froghopper cover for this world-record leap?Question 1:A soccer player kicks a ball with an initial velocity of 20 m/s at an angle of 30 degrees above the horizontal. Calculate the following: a) The time it takes for the ball to reach its maximum height.b) The maximum height the ball reaches above its starting point.c) The total time the ball is in the air.d) The horizontal distance the ball travels before hitting the ground. NOTE I need the answer for the full question thank you
- A frog leaps off the ground at an angle of 20 degrees to the horizontal. It's in the air for .84 seconds before landing at the same height from which it took off. a) Given this leap, what is the initial velocity of the frog? b) How far does the frog jump?Here you are designing a motorcycle stunt where the motorcycle leaves a ramp at an angle θ and lands on another ramp of the same height. You need to know where to place the second ramp. You will make a mathema1cal model to predict the range (i.e., to predict how far the motorcycle will land from the first ramp).A projectile is launched from ground level at an angle of 30 degrees above the horizontal. Neglect air resistance and consider the motion from just after the moment it is launched to just before the moment it lands on the ground. When is the projectile’s acceleration equal to zero? a) Just after launch. b) Halfway to the highest point. c) Just before landing on the ground. d) At the highest point. e)The projectile's acceleration is never zero. f) The projectile's acceleration is always zero. At what point do the velocity and the acceleration have the same direction? a) Just after launch. b) Halfway to the highest point. c) Just before landing on the ground. d) At the highest point. e) The projectile’s velocity and acceleration always have the same direction. f) The projectile’s velocity and acceleration never have the same direction. At what point are the velocity and…
- a) Object A follows a trajectory given by the position vector r = ti+2tj+tk, where t is time. Object B starts at position (-2, -2, -3) and moves with constant velocity v=i+j+2k. Find the minimum distance between A and B.A child uses a rubber band to launch a bottle cap at an angle of 38.5° above the horizontal. The cap travels a horizontal distance of 1.30 m in 1.50 s. What was the initial speed of the bottle cap, just after leaving the rubber band, in m/s? m/sВо Font Arial Bold B 2. In a basketball game, a player shoots the ball at a velocity of 4.31 m/s at 17.30 above the horizontal. A player on the other team jumps up and blocks the ball at the maximum height. A) Character How far horizontally does the ball travel to where it is blocked? B) How long is the ball in the air before being blocked C) If the ball wasn't blocked, what is the magnitude and direction of the velocity when the ball returns to the launch height? Explain' Alignment 73 Pictorial Representation am eee • Spacing 7 (31 hapt > Bullets & Lists +1 (31 / Did Mathematical Representation 22 Aa MacBook Pro F2 F3 DD F4 F5 F7 F8 F9 F10 F11 24 % & 4 7 8 E R U P ト 3.