Biomechanics Question 3: In a basketball game, the point guard A intends to throw a pass to theshooting guard B, who is breaking toward the basket at a constant speed of 20 m/s. If theshooting guard is to catch the ball at a height of 6 m at C while in full stride to execute alayup, determine the speed v0 and launch angle 0 with which the point guard shouldthrow the ball.20 m/sB飚6m20cm400 cm.2m

Answered: Question 3: In a basketball game, the…

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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Big Boris (90kg) skates backward, 1.0 meter ahead of small skater Sofia (45 kg) , holding her hand as they travel 3.0 m/ At the 30-second mark, Boris starts pulling Sofia, so that by time 32.0 s she is 1.0 m ahead of him. During that move, how hard was Sofia pulling Boris? 1/3 as hard as Boris pulled Sophia (but backward) half as hard as Boris was pulling her (but backward) just as hard as Boris was pulling her (but backward) O 2/3 as hard as Boris pulled Sophia (but backward) 3 times as hard as Boris pulled Sophia (but backward) Boris pulled Sofia - she didn't pull him twice as hard as Boris was pulling her (but backward)
16 40 ft PROBLEM 11.72 A car and a truck are both traveling at the constant speed of 35 mi/h; the car is 40 ft behind the truck. The driver of the car wants to pass the truck, i.e., he wishes to place his car at B, 40 ft in front of the truck. and then resume the speed of 35 mi/h; The maximum acceleration of the car is 5ft/s and the maximum deceleration obtained by applying the brakes is 20 ft/s What is the shortest time in which the driver of the car can complete the passing operation if he does not at any time exceed a speed of 50mi/h? Draw the V-1 curve.
Motion
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A basketball player shoots when she is 16 ft from the backboard. Given the ball has an initial velocity v0 at an angle of 30° with the horizontal. Determine the value of v0 when d is equal to 33 in.
4) Will was leisurely flying his F-18 when he encountered an alien aircraft. The alien was flying at an altitude of 3 km while Will was at an altitude of 600 m. Will begins to increase his speed at a rate of 2.0 m/s each second. Will is traveling at a speed of 750 km/h at the instant when = 45° and at the same instant at this same instant if the alien has a constant velocity of 1,500 km/h. Calculate the following: a) Determine the velocity and acceleration vectors (in m/s and m/s2, respectively) of the alien as observed by Will. [Ans. to Check: VB/A = 208.3 i m/s] b) Determine the time rate of change of the vector r that is between Will and the alien ship in m/s. In other words, find r. [Ans. to Check: r = 147.32 m/s] c) Calculate the angular velocity of the space ship relative to Will in rad/s. d) Determine the radial and angular accelerations in m/s² and rad/s². [Ans. to Check: * = 4.86 m/s²] Ꮎ VB 600 m 3 km
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A stone is thrown vertically upward from the ground with a velocity of 48.3ft/sec. One second later, another stone is thrown vertically upward with avelocity of 96.6 ft/sec. How far above the ground will the stones be at thesame level?The car is traveling at 48 km/h when the traffic light 90 mahead turns yellow. The driver takes one second to reactbefore he applies the brakes.(a) After he applies the brakes, what constant rate ofdeceleration will cause the car to come to a stop just asit reached the light?(b) How long does it take the car to travel the 90 m? Pls show complete handwritten solution, including all the pertinent solutions. Thanksss! ❤️
Car B is traveling a distance d ahead of car A. Both cars are traveling at 60 ft/s when the driver of B suddenly applies the brakes, causing his car to decelerate at 12 ft/s^2. It takes the driver of car A 0.75 s to react (this is the normal reaction time for drivers). When he applies his brakes, he decelerates at 15 ft/s^2. Determine the minimum distance d be tween the cars so as to avoid a collision.
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A projectile is fired vertically from point A with an initial speed of 280 ft/sec. Relative to an observer located at B, at what times (find two times t₁ < t₂) will the line of sight to the projectile make an angle of 25° with the horizontal? Compute the magnitude of the speed of the projectile at each time, and ignore the effect of aerodynamic drag on the projectile. Answers: t₁ = B t₂ = IM D 25⁰ 360' 280 ft/sec sec, |v|= A IM sec, |v|= i ft/sec ft/sec

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