Result Metro.docx

Plate By referring the plate measurement, we had marked each part that measured which using Vernier calliper. That part is F, G, H, I, and J. The result is record in on the table. We find the mean (X̅) by adding the all the measure and divide by 8. The mean for part F=0.50, G=9.00, H=2.00, I=50.85, J=8.10. Each part has their own high limit and low limit. The high limit for part F= 0.50, G=9.00, H=2.00, I=50.86, J=8.10. For the low limit part F=0.48, G=8.98, H=1.98, I=50.82, J=8.08. Using the same plate, we measure the angle slope of this plate. we use contracer to measure the length of surface and counter. The counter measurement is taken form a slope part of the plate. By using this contracer, we can determine the angle of the slope. The angle of slope is measure at part A, B, C. Next, the length of surface is measure at part K, D, E. The result will transfer to the formtracepak software for visualisation and analysis. We using 4 points intersection angles to determine the angle of slope. The length of the surface we use line to determine the length. The result of the measure is record on table.

Wheel To measure the length and diameter of wheel we use Vernier calliper. This is the suitable to use to measuring the wheel. There are 10 parts that can be measure using Vernier calliper. 5 parts measuring length and 5 parts measuring diameter. Each part we measured 8 times. Then we find the mean (X̅)by adding the all the measure and divide by 8. The mean for length part A=27.40, B=4.30, C=37.00, G=12.00, J=2.40. For dimeter part D=56.50, E=48.50, F=101.05, H=13.05, I=8.03. Each part has their own high limit and low limit. The high limit for part of A=27.40, B=4.30, C=37.01, G=12.01, J=2.41, D=56.50, E=48.50, F=101.05, H=13.11, I=8.10. For the low limit part, A=27.39, B=4.29, C=36.98, G=11.99, J=2.40, D=56.00, E=48.49, F=101.98, H=13.00, I=8.00.