Velocity v (m/s) v/t (unit= 2 Time t(s) 10.1004 10.3006 0.5008 0.7011 0.9014 1.1017 11.3021 1.5026...
2. Calculate the velocity at each time (except the first and the last one) by using values immediately after and before those times: the tn-- For example, the velocity at point 2 is n Time t (s) Position x (m) Velocity v (m/s) vt (unit-mls) aGou .245 8 3,abus 1.553 3. calculate v/t (what are the units?) and write it in column 5 of the table above. Calculate its average and its uncertainty: Average uncertainty: 4. On the graph paper,...
Loony Wiltz 1.0. Calculations and 1. Sketch the posit Sand Data Analysis of a Uniformly Accelerated Car Position/time, velocitwtime and acceleration/time graphs acceleration velocity d3= 0.607. 0.5013 0.2017 Hu time Jo=0.808 0.9022 - 0.9ce osing the protractor attached to the track to measure the angle a of inclination on me o and record its value: Vi= 1.101 -0.41 0.36_10.89475601 1.2002.-0.9022" 0.4 0TL V2 = 1.809 -0.912 0.394_ Tou shall need a to calculate gravity per unit mass g. 7 1.5029...
V (V) i (mA) 6.00 0.40 14.30 0.95 26.50 1.75 33.30 2.21 46.50 3.12 55.50 3.67 64.90 4.28 76.80 5.16 1.) Calculate the slope and its uncertainty Enter the slope as Answer 1 and the uncertainty as Answer 2 Calculate the y-intercept and its uncertainty. Enter the y-intercept as Answer 1 and the uncertainty as Answer 2. What is the linear correlation coefficient for the line of best fit?
M(g) M(kg) Aty (8) 50 0.0509.56 800 801293 110 0.110 12.86 (140 polye 13:54 11706 170/1517 Atz (8) At, (8) 1 (s) T T (89) 9.44 8.17 9.06 0.910.828 gb 10.310.87 1.087 1.182 12:24/12.08 12.39 1.239 1.535! 13.851282 13.40 1.340 1.796 ] 15:11 15 12 15.13 1.513 2.289 | 4. Graph T (s) (on vertical axis) vs. M (kg) (horizontal axis). 5. Draw the best-fit line (do not hit any data points) and calculate its slope (do not consider any...
What would the units be for Table 2? e V m (Nue) (Ir) (N46) which gives us: e a V (Ir) m Rearranging to the form of the equation for a straight line y = mx +b, we get e aV = (Ir) + Therefore we will plot: aV vs. (Ir)2 Remember: y vs. X Using your data from Table 1, calculate the values for Table 2. Table 2 (1r)2 αν 1 2 3 4 5 Graph 1. Open Graphical...
Need help with the graph and slope? Data Table 41 Calculation Table 2 L M (g) M (kg) 2 3 4 5 6 7 8 22022 K 2156 N 830M1 3 3 4In 089734 N 122cm 22m 385 5965 K4N 40 309 030 79 040 9 0 3921N D05 K ? I. Using at least 75% of the graph paper, make a graph with ? on Y axis and VT, on the X axis. 2. Draw a best fit line...
2 Experiment: In the experiment conducted, the mass of the counter weight M was chosen to be 50.0 +/- 0.1 g The mass of the rubber stopper was measured to be 12.0 +/- 0.1 g The stopper was spun at five different values of the radius (measured with a meter stick). For each value of r, the time to complete 10 full revolutions was measured with stopwatch. The following data was collected: 40.0 60.0 80.0 100.0 (cm) 1) 120.0 10.74...
GOAL Apply the definition of instantaneous acceleration D (m v (m/s PROBLEM A baseball player moves in a straight-line path in order to catch a fly ball hit to the outfield. His velocity asa function of time is shown in figure (a) Find his instantaneous acceleration at points ®, ®, and C 3 t(s) 0 23 0 STRATEGY At each point, the velocity vs. time graph is a straight line segment, so the instantaneous acceleration will be the slope of...
2. To graphically represent the value of t, based on your data, consider equation 8: V.(t) = Voerc Because RC = t, this is equivalent to Vi(t) = Voez. Taking the natural logarithm of both sides yields In(V.) = (-1)+ + In(Vo) (Recall that In(ex) = x and In(ab) = In(a) + In(b)). Observe that this has the form of a linear equation y = mx + b for which y = ln(Vc), x=t, the slope m= (-), and the...
Answer questions 3: A) B) C) and D) 3 for your plot. Graphing exercise: Graph by hand on the grid included on the following page. Use the entire sheet a) Graph the following data as "velocity versus time" using the directions in Graphing Procedures. Time t seconds Velocity v meters/second 15.5 26 53 64.5 85.5 105 124 10 12 b) Find the slope at two (2) different locations using different size triangles and the rise /run. Include the units. Show...