Given that time period T = 3 seconds.
Frequency is given by
3 (2.37). a) What is the particle's velocity at t - 1 second? 3 seconds? 5 seconds? 7 seconds? b) What is the particle's acceleration at t 1 second? 1 3 seconds? 1 5 seconds? t 7 seconds? x (m) Particle A 30 20 10. -t(s) -10 -20 -30
#2 & 3. How do I determine the distance at t=4
seconds and the slope at t=6? show work please.
QUESTIONS: 1. Given the following data, plot a distance vs. time graph for the given situation. Position vs. Time A student 1m away from a motion detector walks away from the motion detector for 3 seconds with a speed of 2m/s,. The student then stops, ponders the value of this lab for the next2 seconds. The student, remembering they left...
PYTHON Write a program that converts a total number of seconds to hours, minutes, and seconds. It should (1) prompt the user for input, (2) read an integer from the keyboard, (3) and calculate the result. For example, "5000 seconds = 1 hours, 23 minutes, and 20 seconds". Hint: Use the modulus operator.
Problem #3: Suppose that the waiting time X (in seconds) for the pedestrian signal at a particular street crossing is a random variable with the following pdf. (1 - x/76)8 0 < x < 76 otherwise If you use this crossing every day for the next 6 days, what is the probability that you will wait for at least 10 seconds on exactly 3 of those days?
A crate slides up a frictionless slope. At the end of 3 seconds its velocity is 20.0 m/s; at the end of eight seconds its velocity is 0 m/s. What is the angle of the slope.
Please help me solve questions 6
6) A 50 kg person on a scale is in an elevator. The elevator is at rest for 3 seconds. Then it takes 0.8 seconds to accelerate to 6 m/s moving down. It moves elevator then takes 1.2 seconds to slow to a stop. at this speed for 5 seconds. The 6a) Draw an FBD of the situation during both of the accelerations. 42 What is the acceleration of the person during the first...
3) Find the length required for a pendulum to have a period of 1.35 seconds.
Problem #3: Suppose that the waiting time X (in seconds) for the pedestrian signal at a particular street crossing is a random variable with the following pdf. S (1 – x/76)8 0 < x < 76 otherwise If you use this crossing every day for the next 6 days, what is the probability that you will wait for at least 10 seconds on exactly 2 of those days? Problem #3: Round your answer to 4 decimals.
the height in feet of a flare t seconds after it is shot is modeled by h(t)= -16t2+92t+3.5 find its average speed from 1 to 3 seconds
The speed of a particle in a best laboratory was noted every second for 3 seconds. The r e shown in the flowing the Use the left endpoints and on the right andooints to estimate the total distance the particle moved in the first three The estimate of the dance the price moved in the first three seconds using and is The estimate of the total distance the particle moved in the fin d s sing ngento t