Your friend Kate is never on time and is regularly anywhere from 3 to 21 minutes...
2. A friend tells you that it would take you the same amount of time to ride a bicycle to school as it would be to drive your car due to traffic. You disagree, and wish to prove them wrong using statistics! Your friend claims that it will take you an average of 19 minutes to bike from your house to school. You make a note of how long it takes you to get from your house to school in...
Suppose that the travel time from your home to your office is normally distributedwith a mean of 40 minutes and standard deviation of 7 minutes. If you want to be95% certain that you will not be late for an office appointment at 1:00pm, what is thelatest time that you should leave home?
1. Suppose you're back at home and you need to schedule an appointment with your internet provider to have someone come over and fix it. You have to be at home to let the person in. If you miss the serviceperson, you have (a) Although you're given an exact time (3:00pm), the company tells you that the serviceperson could show up Let X - the arrival time (in minutes) of tife serviceperson relative to the scheduled time. Then based on...
Estimate your average commute time from your residence to school in minutes. Let this estimated commute time in minutes (30) represent the population mean (μ), and assume a standard deviation (σ) of 7.51 minutes. Then, find the probability for the following scenarios. What is the probability that your commute time is less than 15 minutes? What is the probability that your commute time is greater than 35 minutes? What is the probability that your commute time is between 15 minutes...
Your friend believes that he has found a route to work that would make your commute faster than what it currently is, under similar conditions. To test this claim, you and your friend time the commute from your house to the building where you work over a random set of days, and you flip a coin each day to determine who takes which route. Each trip is done at the exact same time of day. Find the test statistic and...
Can someone explain all these questions? B5. In order to go to university a student needs to catch a train at 8:41a.m. every morning. Cycling to the station from home takes the student on average 14 minutes, with a standard deviation of 3 minutes. You can assume that the distribution of trip times is normally distributed and independent between days i) What is the probability that the student's cycle ride to the station will take more than 21 4 marks...
Chapter 05, Section 5.4, Problem 036 According to a survey conducted at the local OMV, 50% of drivers who rive to work stated that they regularly exceed the posted speed limit on their way to work. Suppose that this result is true for the population of drivers who drive to work. A random sample of 15 drivers who drive to work is selected. Use the binomial probabilities table (Table 1 of Appendix 8) or technology to find to 3 deimal...
Q2: Time (30 minutes) A. Your friend Shawn draw the two equipotential surfaces a & b (shown below) as part of his class project in PHYA21. IDV -10V Comment on these two diagrams if they are physically acceptable? When appropriate, try to help him by drawing the electric field on graphs. B. To demonstrate the effect of a dielectric on capacitors you quickly filled the space between the capacitor plates by an insulator while it is still connected to the...
Toboggan Time! You and your friend have decided to take advantage of a late winter snowfall by taking a toboggan out to the Sugar Bowl. Let’s assume that the combined mass of the toboggan and its riders is 130 kg and the slope is angled upwards at 20.0° above the horizontal. a) Find the magnitude of the static frictional force if you remain stationary while on the slope. (4) b) What would be your acceleration down the slope if there...
You have exactly 7 minutes 16 seconds to get to your next class on time and that classroom is 219 m east of where you are right now. First you run to your dorm room at an average velocity of 5.00 m/s to the south to pick up your calculator and your dorm room is 491 m south of where you were initially. What average velocity (magnitude only) do you now need to run from your dorm room to your...