Help me with writing the error table. Good evening, Class. You will be writing a mock error table for your practice rep

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Help me with writing the error table.Good evening, Class. You will be writing a mock error table foryour practice report. This exercise will get you ready to write areal lab report assignment in the future. Also, this is not goingto be marked but follow the information below.Goodnight! Note: Make sure to follow the reference. Type outthe answer if possible. It should be in full paragraphs and haveperfect grammar. Guide: Create a table of errors identifyingerrors in the lab and classify them as either systematic or randomerrors. (more info here:https://sciencing.com/difference-betwee ... 54711.html).Determine the percentage error for your experimental versusexpected value. (see unit 0 for more information on percent errorcalculations).

Help Me With Writing The Error Table Good Evening Class You Will Be Writing A Mock Error Table For Your Practice Rep 1 (212.96 KiB) Viewed 29 times

Help Me With Writing The Error Table Good Evening Class You Will Be Writing A Mock Error Table For Your Practice Rep 2 (478.74 KiB) Viewed 29 times

THE LAB PURPOSE To find the relationship between position and time for an object on short distanced free falling motion TESTABLE QUESTION How does position depend on time on a free falling motion, for short distance, near the surface of the earth? HYPOTHESIS If an object is in free-fall motion for a certain period of time, (according to the time) acceleration occurs and velocity will increase linearly. This is because gravitational acceleration on earth is constant, the distance an object falls is proportional to the time spent falling. While the velocity-time graph projects a linear increase, its position will experience an exponential increase as time goes on. Thus, position depends quadratically on time (due to the parabolic curve).
Times (s) 0 0.0375 0.075 0.1125 0.15 0.1875 0.225 0.2625 0.3 0.3375 0.375 0.4125 0.45 0.4875 TABLE OF OBSERVATIONS Vertical position y (m) 0 1 3 8 12 18 26 35 46 58 71 86 102 118 Given: Increase in position as same interval time progresses. Both data shows quadratic relationship in the graph. Figure 1: This data shows the position and corresponding time of the small ball dropping. (Each point is measured 9 frame/s apart.) This eventually show quadratic relation in the graph. Times (s) 0 0.0375 0.075 0.1125 0.15 0.1875 0.225 0.2625 0.3 0.3375 0.375 0.4125 0.45 Vertical position y (m) 0 2 4 8 14 22 30 38 48 60 72 86 102 Figure 2: This data shows the position and corresponding time of the large dodge ball dropping. (Each point is measured 9 frame• • apart.) This eventually show quadratic relation ● in the graph.
Times (s) 0 0.0375 0.075 0.1125 0.15 0.1875 0.225 0.2625 0.3 0.3375 0.375 0.4125 0.45 0.4875 TABLE OF OBSERVATIONS Vertical position y (m) 0 1 3 8 12 18 26 35 46 58 71 86 102 118 Given: Increase in position as same interval time progresses. Both data shows quadratic relationship in the graph. Figure 1: This data shows the position and corresponding time of the small ball dropping. (Each point is measured 9 frame/s apart.) This eventually show quadratic relation in the graph. Times (s) 0 0.0375 0.075 0.1125 0.15 0.1875 0.225 0.2625 0.3 0.3375 0.375 0.4125 0.45 Vertical position y (m) 0 2 4 8 14 22 30 38 48 60 72 86 102 Figure 2: This data shows the position and corresponding time of the large dodge ball dropping. (Each point is measured 9 frame• • apart.) This eventually show quadratic relation ● in the graph.
Errors Description When releasing the car, occasionally it would curve towards the locker creating an impact which affects the calculation of the velocity and acceleration. Hypothetically, the car should speed up over time, then slow down gradually. However, since it would crash into the lockers the car would stop instantly. This effects the average data since it causes the car's motion to come to a stop before the average amount of time taken by previous trials. Due to the fact that the velocity might be in accurate, the acceleration might also be inaccurate. Type of Error Systematic Solution/Reduction of Effect Random To reduce the likely of the car curving, students can ensure that the car is lined up straightly before letting go. On occasion, the wheels of the toy car would get stuck. This caused the car to stop in a short distance compared to the other trails. This would also affect the velocity which in turn will affect To reduce the number of times the wheel would get stuck, students can wipe off dust and or debris on the wheels and ensure they are turning before pulling back the car the acceleration. Table 5: This table shows the errors experienced during the lab and howatek displacement.