wecon tre of the simulation open, click and hold the cannons to change it to a lunch, angle atom, and use the Milder beneath the women to clung in the carton to dung the initial lanca greed te is n't In the white wave in her rights, in shook the "Air Revisionor" bas. Check the "Velocity Vernon" bos chain PHY151 Virtual Lab: Projectile Motion if you wish. Shechin prash of Instruction Folow the below tink, or copypaste it late your weeb bou son to maccas the simulation hamas page all of velocing in the peak of the pak! Explain. 1, Compare the initial you Click man " Verton" to open the tinalatin ural ent of velocity (il the moriset of launch from the carous) to that ] Understand the velocity seal acceleration vector for projectile motion 1 27 , then uaspect . Campos Linvestigale bow carpet , masimumm height, and flight sie of a projectile change with launch angle tosol mazu, and select "Total'. Verity the accelerdon due to gravity by using projectile data. . Five the projectile and ohverve its poll. Sketch a graph of the p wecot : 4-5 dillerim locations Inclade this sketch when sulwriting your lab. ajectle path and shoe theirtal weloan call projectile me timms (is which there is no air renmarce) on Earn is goveted by the campotens of N. How do the magrinds and direction of the veinsity victor charge as the projectile moves! 9. When can you say about the velvety vector in the peck of mustise? Due to theer accelemotions, a projectile beards to follow a parabolic path In addition to there acceleration values, 10. Click the claire but n, then wasback "Velocity Vectors" and chuck "Acceleration Vector or some or may be quantified with the leach speed, m sad the launch angle, B. which tad In the initial x- and youuponcale of launch velocity It. Fire the projectile and observe his path. Strick a graph of the poopoofile pack and show the noceleration vector it 4-3 different locaborn. Include this sketch when submining your lab. 12. What can you may about the socaloration wamar at my point along an idled projectile path? There to a handful of quentines of interest when analyzing poyjoctile mulion, Among these are the missimum alle, the time of flight and the herareand large of de projectile. The mix, u peck Activity 2 horight thyme for any projectile poth can be found to he givea by 13. Click the erase button and th-check the "Accelemien Vectors" lais Ensure that the 'Air Resistance ha remain an-checked - we don't want any air resistance for thin activity 4. With the beach speed and to 15 mMs, fire the projectile at $ dillomeet uphis, as thow The rowe it takes for the projectile to reach the peak of motion for aus path law, is found ta given by in the thea table on the testpage. For rach lirich angle, use the 'Time, Range, Weight' toal pictured on the right to fired the following values e at the peak beight of the projerile Furthermore, if the projectile path is gummere. Is that it starts and ends at the pure bright, say. ground Love time at the lownon where the poojectble hits the ground then the total thee of light can be found by simply mulsplying the post live by two doe in the synmery of the donews: maximum beigh at the peak of the projectile the projectile hit the proand path: Ar locked rang: where the projectile 15, The the launch angles in calculate the remaining thece columns in the data table. You do not have to Lasly, the handental range of the projectile, Ar, was he found by simply mauluglysg the a comporaul of infull show your work for this velocky, with the total time of flight: For a suavecivic path, the time of flight may be substituted, and a big identity may be inked to give be following equation fre sign +20-31. The graph plotted in $20 should form a straight line with . on the vertical (yi axis and sing on the bacimental (x) mis. ( other words, we can "Amic' / is y, and sirf is s. Than, will ways to ference Equation ?, which states sin e sin 28 Roaming the variables gives, 15 15 35 45 The equation resembles the equation for that ut'a straight line: y- mu, where in is the slope, which in this cuss is cesi to: 15 15 Subdilute the slope value you found from your graph in 120 for a, then neumange to waive for E 122-23 The graph plotted in $21 should form a straight line with Apost on the vertical () asis and sin's on the horizontal () sais. In other words, we can "Tenant" Aproot 15 y, and mis'9 es x. Thus, =13 Jays to reference Equation 1, which states 16. For which angle is the peak height of the projectile grontest? Explain why. 17. For which angle is the ratril time of flight of the projectile the greatest? Explain why Renaming the variables given: 18. For which angle is the horizontal range of the projectile the greatest? Explain atry 19. How is the total time of flight / related to the time-to-peak, Gw? what does this ay about the projectile This expulion resembles the equation for that ed s straight Line: y - me, where mis the slope, which in this case is equal to: See the last page of this leb for helpful tips in answering questions 20-25 below. When creation Substitute the alope value you found from your graph in #23 ix m, then reacting to solve for g. requested below, you may use the below link to necess s convenient graphing program, or use an abemake program (such as Excel. Be more to label your axe The graph plotted in #24 should form a straight hoe with As on the vertical (y) axis and sin(26) 60 the hafizcatal (a) axis to other wonk, we on "tenure" Ar isy, andsin( 20) mas. Thus, 125 195 to reference Equation 1, which states. 20. Make a graph thou the above dain ulo, plotting f on the vertical exit and sing on the horizontal axis. Ar = 1 sin120 Implement a Jac of bust fit through this data and find the slope. Include this graph when submitting your Renaming the variables gives: 21, Lee Equation 2, along with the slope value you found in #30 to celeulate the gravitational noceleration g. Show your work This equation sacribles the equirion for that of o mnight bere y- me, where we is the slope, which graph from the above data table, plotting yes on the vertical mis and sin's on the horizonud in this case is equal k 32, Make a graph But uxis. Implement a lee of beat fit through this dan and find the whyso. Include this graph when submitting your Lab. Substitute the alope value you found from your graph in #24 for m, then rearrange to solve for g 24. Use Equation 1, along with the slope value you found in #22 10 calculate the gravitational soocktation g. Show your work 24. Make a graph from the above damn table, plotting Ar on the vertical axis und sinif on the horizontal axis. Implement a line of best fit through this dara and find the slope. Include this graph when submitting your 25. Use Equation 3, along with the slope value you found in #24 10 calculate the gravitational acceleration g. Show your work