Please help me answer the last two parts Part 3: Acceleration PredictionThe video below shows a cart going down a ramp. The acceleration of the cart is roughly constant and the video was shot at 60 frames per second. Unfortunately, though, the playback skips the oddframes. This will affect your frame discrepancies. Fill in the table below by determining the frames (integers only) at which the cart was released (fi) & at which it reaches 0.7 m (f), the uncertainties forboth (0₁ & ₁), the cart's acceleration (a) over 0.7 m, and the acceleration uncertainty (). The formula for ₂ is below the table.eumatic cannon shoots peanut M&M into foam block cartExamples of Direct Measurement Physi....ot mass=275910.1gWatch laterM&M mass = 1.98±0.01 g15 cmc 2012 Peter BohacekWatch onf₁(frames)10FIYouTubeOfi(frames)1BB12F20 cm#3#3ff(frames)7220 F3$4off(frames)1000ODD F4frames+5060 frames per second%5(s)1.0335ShareF5(m/s²)A6da(m/s²)F60.0845MacBook Air2a(of + Of)&7F7*8F89F9-F10?F11+BF12 1webassign.net/web/Student/Assignment-Responses/submit?dep=29421590&tags-autosave#question4662814_00(degrees)a(m/s²)If air drag and friction are negligible, then gravity is responsible for the acceleration of the cart. By applying Newton's 2nd Law, it can be shown that a=gsine where is the angle of inclination & g isthe free fall acceleration (g = 9.8 m/s2). Fill in the table below by determining the angle & angle uncertainty from the video and then calculating the acceleration (apred) & the acceleration uncertainty. Theformula for pred is below the table.a pred(m/s²)Now determine the ranges for a & apred- Ideally, these ranges will overlap.MinimumvalueF100(degrees)2F2#apred(m/s²)3Maximumvalue20 F3$pred(frames)4000DOD F4%5F5opredA62a(off + of)F6Mgro coseMacBook Air&7180F7*8▶11F8F9-Ô ☆F10To BFILF122

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Part 3: Acceleration Prediction The video below shows a cart going down a ramp. The acceleration of the cart is roughly constant and the video was shot at 60 frames per second. Unfortunately, though, the playback skips the odd frames. This will affect your frame discrepancies. Fill in the table below by determining the frames (integers only) at which the cart was released (f) & at which it reaches 0.7 m (f), the uncertainties for both (o&o), the cart's acceleration (a) over 0.7 m, and the acceleration uncertainty (₂). The formula for o, is below the table. eumatic cannon shoots peanut M&M into foam block cart Examples of Direct Measurement Physi.... 21 mass=2753920.10 Watch later M&M mass=1.96±0.01 g 15 cm 0 cm Share frames+50 60 trames per second

Part 3: Acceleration Prediction The video below shows a cart going down a ramp. The acceleration of the cart is roughly constant and the video was shot at 60 frames per second. Unfortunately, though, the playback skips the odd frames. This will affect your frame discrepancies. Fill in the table below by determining the frames (integers only) at which the cart was released (f) & at which it reaches 0.7 m (f), the uncertainties for both (o&o), the cart's acceleration (a) over 0.7 m, and the acceleration uncertainty (₂). The formula for o, is below the table. eumatic cannon shoots peanut M&M into foam block cart Examples of Direct Measurement Physi.... 21 mass=2753920.10 Watch later M&M mass=1.96±0.01 g 15 cm 0 cm Share frames+50 60 trames per second

College Physics

1st Edition

ISBN:9781938168000

Author:Paul Peter Urone, Roger Hinrichs

Publisher:Paul Peter Urone, Roger Hinrichs

Chapter3: Two-dimensional Kinematics

Section: Chapter Questions

Problem 64PE: (a) Use the distance and velocity data in Figure 3.64 to find the rate of expansion as a function of...

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Tn Final Lab Quiz Ô https://moodle.nct.edu.om/mod/quiz/attempt.php?attempt%3D719124&cmid%3D77644 arning Portal Reports e-Services Academic Departments ETC - Courses - Question 2: Answer the following questions based on the graph given below Length vs Time^2 4.5 4 3.5 3. 2.5 1.5 0.5 0.6 Length (m) 0. 0.2 0.4 0.8 1.2 Calculated quantities Value Unit slope from the graph s/m g from the graph m/s2 Question 3: Conclusion The period of a simple pendulum depends on .In order to trip Time^2 (s^2)
I Review Constants and dv = V da dv da dv a = dt dx dt it can be shown that W = " mv dv. ledge ships in vill start oving in During a ates iven by Part F Evaluate the integral W = [ mv dv. Express your answer in terms of m, vị, and vf. > View Available Hint(s) ν ΑΣφ ? W = Pearson son Education Inc. All rights reserved. Terms of Use Privacy Policy Permissions Contact Us | 99+ 3:01 PM ENG 3/6/2022 F7 prt sc home F8 F9 end Insert delete F10 F1 F12 8. backspace %3D 61
apologia.instructure.com b Success Confirmation of Question Submission | bartleby Ć You are piloting a new experimental rocket with your cow co-pilot, Spot. During launch, your rocket leaves the ground at a vertical velocity of 450.0 km/s. Answer the following questions about reference frames and velocity. 1. According to you, how fast does Spot appear to be moving? [Select ] 2. According to someone sitting in mission control on the ground, how fast does you appear to be moving? [Select] 3. According to Spot, how fast does mission control appear to be moving? [ Select] 4. A bird flies directly down toward the rocket at 2.00 km/s. How fast does the bird appear to be moving according to Spot? [Select] $
་ Part A A starship voyages to a distant planet 10 ly away. The explorers stay 4.0 yr, return at the same speed, and arrive back on earth 26 yr after they left. Assume that the time needed to accelerate and decelerate is negligible. What is the speed of the starship? Express your answer using two significant figures. = 0.91 Submit Previous Answers Part B Correct Important: If you use this answer in later parts, use the full unrounded value in your calculations. How much time has elapsed on the astronauts' chronometers? Express your answer using two significant figures. Η ΜΕ ΑΣΦ t = 52.4 Submit Previous Answers Request Answer ? × Incorrect; Try Again; 5 attempts remaining years
I Review Cons Part A A rocket cruises past a laboratory at 0.750 x 106 m/s in the positive x-direction just as What is the proton's speed in the laboratory frame? a proton is launched with velocity (in the laboratory frame) v = (1.27 x 10i +1.27 × 10®5) m/s. Express your answer with the appropriate units. µA 画]? Value Units v = Submit Request Answer Part B What is the angle from the y-axis of the proton's speed in the laboratory frame? Express your answer with the appropriate units. µA 画] Value Units P Pearson
cceleration Worksheet - 6767218 O Last edit was 12 minutes ago Tools Add-ons Help 1三 BIUA text Arial 10 3 4 5. A spaceship is traveling at 20,000 m/sec. At t=5 sec, the rocket thrusters are turned on. At t-55 sec, the spaceship reaches a speed of 24,000 m/sec. What is the space ship's acceleration? 6. A driver starts his parked car and within 5 sec reaches a velocity of 54 m/s as he travels east. What is his acceleration? 17. Falling objects drop with an average acceleration of 9.8 m/sec/sec, or 9.8m/sec2. If an object falls from a tall building, how long will it take before it reaches a speed of 49 m/sec? 18. A car traveling at 27 m/s loses control and crashes into a brick wall, coming to a stop in 0.9 seconds. What was the deceleration of the car? 19. A car slows down from 50 m/s to 0 m/s for a stoplight. It does this in 5 seconds. What is the deceleration of the car? lili
PART B-Evaluating the minimum and maximum values An experimenter is trying to determine the average speed of an object falling to the ground from a height of 2 m, starting from rest. To determine the height, a meter-stick is used (uncertainty: ±2 cm). To determine the time, a camera is used. The camera records 20 frames per second, so its uncertainty is 0.05 s. The experimenter finds that it took 0.63 seconds for the object to fall. Determine the minimum and maximum values for time, distance and average speed. Show your calculations below, and enter your results in the provided table. Time (s) Distance (m) Average speed (m/s) Measured value 0.63 2.00 Minimum Maximum
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Instructions Timed Test This lest has a time limit of 30 minutes. This test will save and submit automatically when the time Wamings appear when half the time, 5 minutes, 1 minute, and 30 seconds remain Multiple Allermpts Not allowed. This test can only be taken once. Force Completion This test can be saved and resumed at any point until time has expired The timer will continue to Remaining Time: 11 minutes, 12 seconds. A Question Completion Status: > A Moving to another question will save this response estion 2 "If the voltage is increased, then the electrical energy will be (keeping Resistance and time duration fixed)" O Increased O Decreased O Same O None of these A Moving to another question will save this response. Untitled - Notepad Take Test: FL21 Phy. FUJITSU F10 P11 F12 PM Ba Dy R Pau ECO Bre 8. 6. Y! U P I> K L NT M
Summary Questions: Answer these questions in complete sentences. a) Q: In general, how can you tell from a position versus time graph when you are moving slow versus moving fast? b) Q: In general, how can you tell from a position versus time graph when you are moving in the positive direction versus moving in the negative direction? c) Q: In general, how can you tell from a position versus time graph when you are at rest (stopped) for a length of time? d) Q: How can you tell from a position versus time graph when your direction of motion has changed?
Head or tails Context To play heads or tails, you toss a 25 cent coin in the air straight up. To make sure you don't hit the ceiling, you want to predict the maximum height the room will reach, taking into account uncertainty as well. Constraints The initial height of your hand is fixed, and accompanied by uncertainty;The gravitational acceleration used will be ?=(9.81±0.01)m/s^2;The movement is perfectly vertical. Modelization Start by modeling the situation by writing an equation that calculates the maximum height reached by the coin (ymax) based only on the initial speed of the throw as well as the height of your hand when you throw the coin. Then test your model with the following values: Height of your hand = (1.01±0.02)m; Speed of the coin when it leaves your hand = (2.17±0.04)m/s;
Please solve this question using binomial expansion or series as this is what my teacher stated. Please write the answer rather than type as I find it hard to follow typed answers. Thanks.