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GE 10 Lab Exercise # 1 PACING Submitted to: Engr. Trishia C. Guevara Instructor Submitted by: CGE TEN TEAM Christian Galope - Leader Patricia Leriezz Corpuz Jeanine Balomit JA Hokson Christine Cacdac Raul Mendoza. Jr. Joel Andrew Sollestre Ayra Olmedo

GE 10 Sample Lab

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GE 10 Sample Lab

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GE 10 Lab Exercise # 1PACINGSubmitted to:Engr. Trishia C. GuevaraInstructor

Submitted by:CGE TEN TEAMChristian Galope - LeaderPatricia Leriezz CorpuzJeanine BalomitJA HoksonChristine CacdacRaul Mendoza. Jr.Joel Andrew SollestreAyra OlmedoMary Rosei MonzonKim Lloyd PagapongPACINGDate of Fieldwork: February 6, 2015Weather Condition: SunnyI. ObjectivesThe main purpose of this lab exercise is to determine individual pace factor. It also aims for good precision through checking the consistency of the paces made with rough estimates to measure length using human pace. Usually, it is useful when there are no instruments present though it lacks accuracy. It also an evaluation on how we understood and must apply the tape corrections rule for better results.II. Group CompositionPacers:Christian GalopePatricia Leriezz CorpuzJeanine BalomitJA HoksonChristine CacdacRaul Mendoza. Jr.Joel Andrew SollestreAyra OlmedoMary Rosei MonzonKim Lloyd PagapongIII. Instruments and Accessories UsedThe instrument used to layout the desired distance of 50 meters, is the steel tape. Chalk serve as our marker and the important details and field notes were written in the field book.IV. ProceduresOur group met at the Engineering Steps before proceeding to the Instruments Room on the 1st Floor to borrow the necessary equipment. After waiting a few minutes for the technician to arrive, we borrowed a steel tape. We then went to the bike lane of the Academic Oval and started measuring a distance of 50 meters. We made sure that the tape was tout and straight when we measured the distance and marked the starting point (A) and the 50-meter point (B) with a chalk. After putting down our bags and anything of considerable weight, we fell in line on the starting point and began pacing with each person following a few steps behind the one in front of them. We then recorded the number of steps it took to traverse the 50-meter distance. Once someone reached Point B, he/she has to wait for the rest of the group to join him/her at Point B, and vice versa. Afterwards, the group would once again fall in line and start pacing in the same manner as before. The purpose of this was to make sure that there was no counterflow, which could affect our pace. We then repeated this process for 10 trials and recorded our data in our field book.V. DataThe following tables show the data for the lab exercise for each member.1. Balomit , JeanineLINETRIALSNO. OF PACESTAPED DITANCE(m)CORRESPONDING PACE FACTOR(m/pace)MEAN PACE FACTOR(m/pace)

AB1730.6849315068

0.6808579953

BA273

500.6849315068

AB3750.666666667

BA4740.6756756757

AB571.50.6993006993

BA673.50.6802721088

AB7730.6849315068

BA873.50.6802721088

AB9750.666666667

BA10730.6849315068

2. Cacdac , ChristineLINETRIALSNO. OF PACESTAPED DITANCE(m)CORRESPONDING PACE FACTOR(m/pace)MEAN PACE FACTOR(m/pace)

AB1700.7142857143

0.6903073758

BA271

500.7042253521

AB3720.694444444

BA4720.694444444

AB5730.6849315068

BA6730.6849315068

AB7740.6756756757

BA8730.6849315068

AB973.50.6802721088

BA10730.6849315068

3. Corpuz, Pat LeriezzLINETRIALSNO. OF PACESTAPED DITANCE(m)CORRESPONDING PACE FACTOR(m/pace)MEAN PACE FACTOR(m/pace)

AB170.50.7092198682

0.7145692468

BA270.5

500.7092198682

AB372.50.6896551724

BA471.50.6993006993

AB5710.7042253521

BA6680.7352941176

AB7700.7142857143

BA868.50.7299270073

AB9690.7246376812

BA1068.50.7299270073

4. Galope, ChristianLINETRIALSNO. OF PACESTAPED DITANCE(m)CORRESPONDING PACE FACTOR(m/pace)MEAN PACE FACTOR(m/pace)

AB1700.7142857143

0.724864885

BA265.5

500.7633587786

AB3720.694444444

BA4680.7352941176

AB5700.7142857143

BA6680.7352941176

AB7700.7142857143

BA869.750.7168458781

AB9700.7142857143

BA10670.746268567

5. Hokson , JALINETRIALSNO. OF PACESTAPED DITANCE(m)CORRESPONDING PACE FACTOR(m/pace)MEAN PACE FACTOR(m/pace)

AB1710.7042253521

0.7263837095

BA268

500.7352941176

AB369.50.7194244604

BA469.50.7194244604

AB568.50.7299270073

BA668.50.7299270073

AB7680.7352941176

BA8680.7352941176

AB967.50.7407407407

BA10700.7142857143

6. Mendoza , Raul Jr.LINETRIALSNO. OF PACESTAPED DITANCE(m)CORRESPONDING PACE FACTOR(m/pace)MEAN PACE FACTOR(m/pace)

AB165.50.7633587786

0.775362223

BA263

500.7936507937

AB3630.7936507937

BA4650.7692307692

AB5640.78125

BA6650.7692307692

AB7640.78125

BA8660.7575757576

AB9650.7692307692

BA1064.50.7751937984

7. Monzon, Mary RoseiLINETRIALSNO. OF PACESTAPED DITANCE(m)CORRESPONDING PACE FACTOR(m/pace)MEAN PACE FACTOR(m/pace)

AB1700.7142857143

0.6969543905

BA271

500.7042253521

AB371.50.6993006993

BA471.50.6993006993

AB5720.694444444

BA6720.694444444

AB7730.6849315068

BA872.50.6896551724

AB972.50.6896551724

BA1071.50.6993006993

8. Olmedo, AyraLINETRIALSNO. OF PACESTAPED DITANCE(m)CORRESPONDING PACE FACTOR(m/pace)MEAN PACE FACTOR(m/pace)

AB1740.6756756757

0.6842106384

BA272

500.694444444

AB3720.694444444

BA4710.7042253521

AB5730.6849315068

BA6720.694444444

AB7740.6756756757

BA8750.666666667

AB9730.6849315068

BA10750.666666667

9. Pagapong, Kim LloydLINETRIALSNO. OF PACESTAPED DITANCE(m)CORRESPONDING PACE FACTOR(m/pace)MEAN PACE FACTOR(m/pace)

AB160.50.826446281

0.8420913604

BA262

500.8064516129

AB3580.8620689655

BA459.50.8403361345

AB558.50.8547008547

BA659.50.8403361345

AB757.50.8695652174

BA859.50.8403361345

AB959.50.8403361345

BA1059.50.8403361345

10. Sollestre, JoelLINETRIALSNO. OF PACESTAPED DITANCE(m)CORRESPONDING PACE FACTOR(m/pace)MEAN PACE FACTOR(m/pace)

AB1780.641025641

0.6577009589

BA275.5

500.6622516556

AB375.50.6622516556

BA475.50.6622516556

AB578.50.6369426752

BA6750.666666667

AB7780.641025641

BA8740.6756756757

AB975.50.6622516556

BA10750.666666667

VI. ComputationsTo get the corresponding pace factor for every trial, we used the equation Pace factor =

Using Kim Lloyd Pagapongs data, here is the computation of his pace factor for trail 1

Pace Factor =

= 0.82644281

To get the Mean Pace Factor, We get the summation of the pace factors of each person and divide it by the number if trials made. 0.82644621 + 0.8064516129 + 0.8620689655 + 0.8403361345 + 0.8547008547 + 0.8403361345 + 0.8695652174 + 0.8403361345 + 0.8403361345 + 0.840336134510

We used these equations to get the pace factors for every trail of each member of the group and each ones mean pace factor (given that there are 10 members in the group and 10 trials were performed for each).VII. Results and ConclusionWe determined that the member with the greatest pace factor was Kim Lloyd Pagapong with 0.8420913604 m/pace.VIII. Individual Contribution to the Final ReportGalope and Hokson Editing and Proof readingOlmedo, Balomit, Sollestre, Pagapong Objectives, Instruments Used, Results and ConclusionCorpuz, Mozon, Cacdac, Mendoza Jr. Data Input and Calculations