LAB5

3. Can you please THOROUGHLY explain how did you solve this? I need it in step by step format because I'm going to explain it in class. Please help me, thank you

1. Which of the following graphs do you expect to find for the puck's x-velocity as it travels down and then back up the ramp? Assume the puck starts its motion at x = 0, and the +x axis points down the ramp. 2.  Which of the following graphs do you expect to find for the puck's x-position as it travels down and then back up the ramp? Assume the puck starts its motion at x = 0, and the +x axis points down the ramp.

Need full detailed answers for the following questions. Answers are given but need the steps/proccess. A cyclist rides 3 km west and then turns around and rides 2 km east. (a) What is her displacement? (b) What distance does she ride? (c) What is the magnitude of her displacement? Solutions: (a) The rider’s displacement is Δx = xf − xo=-1 km. (The displacement is negative because we take east to be positive and west to be negative.) (b) The distance traveled is 3 km + 2 km = 5 km. (c) The magnitude of the displacement is 1 km.

Projectile motion is an important example of 2D motion. However, this motion can be analyzed and viewed as two 1D motions happening at the same time, simultaneously. A) What are these two motion? Describe them.

An object is thrown in the air with vertical velocity of 20 ft/s and horizontal velocity of 15 ft/s. The object’s height can be described by the equation y (t) = −16t2+20t  while the object moves horizontally with constant velocity 15 ft/s. Write parametric equations for the object’s position, and then eliminate time to write height as a function of horizontal position. How did you arrive at your conclusion(s) for this problem? Use the graphical equation editor if necessary to express your answer.

I need help with this practice problem. I was given the answer key but I need help solving it step by step.  A car drives North for 1 km. Then it turns and drives 2 km at 30◦ South of West.Finally the driver turns again and drives 0.5 km Northwest.(a) What is the total distance driven?(b) What are the magnitude and direction of the car’s overall displacement? Answer Key: a.) 3.5 km b.) .11 km, 9.55◦

1. The boy walk 76 km east and run in the direction of 12 km north in 40 second. a. What is the boy's distance?  b. What is the boy's displacement?  c. What is the boy's speed?  Formula speed distance/time d. What is the boy's velocity?  Formula velocity displacement/time

Hi! Can someone answer Learning Task 2, no. 1 (a,b,c)? Kiindly indicate the given, what's missing, formula, and complete solution. Thanks!

Which of the following graphs do you expect to find for the puck's x-velocity as it travels down and then back up the ramp? Assume the puck starts its motion at x = 0, and the +x axis points down the ramp. Choose one answer: A,B, C or D. Explain which one you chose and explain your reasoning in a couple of sentences. Which of the following graphs do you expect to find for the puck's x-position as it travels down and then back up the ramp? Assume the puck starts its motion at x = 0, and the +x axis points down the ramp. Choose one answer: A,B, C or D. Explain which one you chose and explain your reasoning in a couple of sentences

Problem: The government of Aklan made an aerial shot of the Boracay to showcase the recent development of the tourist spot. They made use of a helicopter that involves three vectors. From theHarbor, the first trip is 10 km East; second trip is 5 km 250 N of E and finally 8 km due North. a. Illustrate graphically the path taken by helicopter. Use the scale 1cm = 5km. b. Calculate the total displacement taken by the helicopter. Please Show Your Work and encode your answers as well as the graph

1. Rearrange the expression (y = 1/2 gt2) to obtain an expression for time t. 2. Going back to the knowledge of kinematics, write an expression for the range of the projectile (∆x = xf - x0 =x) in terms of the initial horizontal velocity v and time t. 3. Use the results in (1) and (2) to find an expression for the velocity of efflux v in terms of x, y, and g.

At what angle will the football with an initial speed of 15 m/s reach the farthest Range? Using the PHET (https://phet.colorado.edu/sims/html/projectile-motion/latest/projectile-motion_en.html) simulation software, Complete the blank:

Mr. Brown takes a walk in the park. He first travels 600. m NW and then turns and walks 800. m @ 20.0° WoS. What is his overall displacement of his walk? Use the triangle method to solve this. Should you use the component method, I will award zero points. I know the answer, I just don’t know how to get it. Answer: 771 m @ 25.1° SoW Thanks!!

1. A ball was dropped from a building and reached the ground in 4s. Show the equations that you use and all calculations. a) How much was the height of the building? b) How fast was it going when it hit the ground? c) How much is the acceleration of the ball (magnitude and direction)? Explain 2. A ball is thrown up and it takes 9 seconds to reach maximum height. Show the equation that you use a) How fast was it going when I threw it? b) How high up did it go? d) What was the acceleration (magnitude and direction) of the ball going up? Explain. e) What was the acceleration (magnitude and direction) of the ball going down? Explain. f) When was the ball speeding up and slowing down? Explain.