pace factor

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PACING AND MAGNETIC BEARING READING JASPER S. DUMALAOG 2014-40828 DATE PERFORMED: February 10, 2015 PROFESSOR’S NAME: Mr. Florence Galeon GE 1 THY PACE FACTOR AND PACED DISTANCE DETERMINATION Pacing is one of many methods of measurement. We can measure distance through pace factor. Pace factor is equivalent to distance covered per pace. Using this, estimated distance could be determined. Estimated Distance = (Number of Paces)(Pace Factor) Determination of Pace Factor In this activity, pace factor was measured through walking on 50-m distance in UP Academic Oval and the number of paces it took was counted. Five trials was made and the average of paces for the trials was computed in order to get the pace factor. Data were tabulated on Table 1. Table 1. Determination of Pace Factor Page 1 of 4 Line Taped Trial s Number Average Pace Distance of Paces Factor 1-2 50 m 1 78.25 78.45 0.64 m/pace 2-1 2 79.5 1-2 3 77.25 2-1 4 80 1-2 5 77.25

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Determination of Pace Factor (GE 1)

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Page 1: Pace Factor

PACING AND MAGNETIC BEARING READING

JASPER S. DUMALAOG2014-40828DATE PERFORMED: February 10, 2015 PROFESSOR’S NAME: Mr. Florence GaleonGE 1 THY

PACE FACTOR AND PACED DISTANCE DETERMINATION

Pacing is one of many methods of measurement. We can measure distance through pace factor. Pace factor is equivalent to distance covered per pace. Using this, estimated distance could be determined.

Estimated Distance = (Number of Paces)(Pace Factor)

Determination of Pace Factor

In this activity, pace factor was measured through walking on 50-m distance in UP Academic Oval and the number of paces it took was counted. Five trials was made and the average of paces for the trials was computed in order to get the pace factor. Data were tabulated on Table 1.

Table 1. Determination of Pace Factor

Determination of the Perimeter of Melchor Hall through Pacing

Next part would be the determination of the lengths of the sides of the engineering block using pacing. Using the pace factor, lengths would be obtained. Values were compared to the real lengths of the sides. Perimeter of the building was computed and compared to actual value. Measurements are shown in Table 2 and Figure 1. Table 2. Data from Pacing

Line Number of Paces Paced Distance Map Distance1-2 224 143.36 m 150 m2-3 325 208 m 220 m3-4 225 144 m 150 m4-1 330 211.2 m 220 m

= 706.56 mƩ = 740 mƩ

Page 1 of 2

LineTaped

TrialsNumber

Average Pace

Distance of Paces Factor

1-2

50 m

1 78.25

78.45 0.64 m/pace2-1 2 79.5

1-2 3 77.25

2-1 4 80

1-2 5 77.25

Page 2: Pace Factor

Figure 1. Measurement of UP Melchor Hall using Pacing

2 325 paces 3

224 paces 225 paces

1 330 paces 4

Relative Precision (RP) = [ Map Distance – Paced Distance]/ Map DistanceƩ Ʃ Ʃ

= (740m-706.56m)/740m

= 1

22.13

Direction Determination

Directions of the different buildings around the Sunken Garden were located through magnetic compass. Results of the observation were tabulated in Table 3.

Table 3. Directions of different buildings around the Sunken Garden

Building LocationNational Engineering Center N35 W⁰College of Law N30 E⁰School of Economics N87 E⁰Virata School of Business S61 E⁰Vinzon’s Hall S42 E⁰College of Education Due SouthPalma Hall Annex S13 W⁰UP Main Library S23 W⁰

Established Station: 14 39’26”N 121 4’27”E⁰ ⁰

Page 2 of 2