tal graphs for the cart on the incline. (You should be able to 1. Attach a copy of your experimental graphs for the cart

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answerhappygod
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tal graphs for the cart on the incline. (You should be able to 1. Attach a copy of your experimental graphs for the cart

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Tal Graphs For The Cart On The Incline You Should Be Able To 1 Attach A Copy Of Your Experimental Graphs For The Cart 1
Tal Graphs For The Cart On The Incline You Should Be Able To 1 Attach A Copy Of Your Experimental Graphs For The Cart 1 (313.77 KiB) Viewed 33 times
Tal Graphs For The Cart On The Incline You Should Be Able To 1 Attach A Copy Of Your Experimental Graphs For The Cart 2
Tal Graphs For The Cart On The Incline You Should Be Able To 1 Attach A Copy Of Your Experimental Graphs For The Cart 2 (619.55 KiB) Viewed 33 times
please help me answer these questions, add some explanations if you can, the graph is attached.
thank you
Tal Graphs For The Cart On The Incline You Should Be Able To 1 Attach A Copy Of Your Experimental Graphs For The Cart 3
Tal Graphs For The Cart On The Incline You Should Be Able To 1 Attach A Copy Of Your Experimental Graphs For The Cart 3 (765.37 KiB) Viewed 33 times
tal graphs for the cart on the incline. (You should be able to 1. Attach a copy of your experimental graphs for the cart on the incline. Tous n onto one sheet of paper with some trial and error. Hint: paste the images into a word or powerpoint file...) What is the experimental equation for the granh of displacement versus time for the cartrine experimental equation is what you get when you fit the graph with a function. De sue the proper symbols for variables, include units and uncertainties.) 3. What is the experimental equation for the graph of velocity versus time for 4. What are the THREE values for the acceleration of your cart that you determined from your graphs? Include the uncertainties and units. 5. In a few weeks, we'll be able to do the theory to predict the acceleration from the angle. That prediction is a = gsin(O). Show how you calculated the angle of your track and then calculate a prediction of the acceleration.

Cart on a Ramp Going Up and Down Position (m) m e 01 DOLLAR Velocity (m/s) FOOO49 Acceleration mis") DEOS Times

0.05 0.10 0.15 0.20 0.25 0.30 0.35 0.40 0.45 0.50 0.55 0.60 0.65 0.70 0.75 0.80 0.85 0.335 Latest Position Velocity Acceler m) (m/s 0.179 -0.033 0.30: 0.176 -0.015 0.231 0.177 -0.007 0.24 0.176 -0.006 0.613 0.176 0.021 1.714 0.175 0.128 3.43 0.181 0.386 4.545 0.211 0.690 1.56: 0.260 0.806 129: 0.299 0.768 -0.15 0.735 -0.52 0.371 0.711 -0.59 0.407 0.679 -0.64 0.440 0.637 0.53 0.469 0.621 -0.35 0.501 0.610 0.35 0.530 0.597 -0.56 0.563 0.555 -0.80 0.587 0.500 0.78 0.611 0.477 -0.56 0.452 0.52 0.656 0.426 -0.50 0.677 0.401 -0.50 0.696 0.378 -0.53 0.715 0.350 0.58 0.732 0.314 -0.53 0.746 0.292 -0.41 0.760 0.282 -0.47 0.775 0.248 -0.59 0.90 0.95 1.00 1.05 0.635 1.10 1.15 1.20 1.25 1.30 1.35 1.40 1.45 Position m
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