Determine the position of particle moves along x axis

Reference no: EM13104241

A particle moves along x axis according to equations x =2.00+3.00t-1.00t2, where x is in meters and t seconds. At t=3.00s, determine (a) the position of particle. (b) its velocity, and (c ) its acceleration.

Reference no: EM13104241

Questions Cloud

Probability related to sample sizes : A scientist wants a confidence interval of 90% and a margin of error of +-2 for a mean of a Normal population with σ =10. What size samples should she take?

Simple linear regression of mean disposable income : Leasing agents from the Triangle Mall Management Corporation have suggested that Sunflowers Apparel considered several locations in some of Triangles newly renovated lifestyle malls that cater to shoppers with higher than mean disposable income.

Population mean and margin of error : A population is Normally distributed and has a σ = 24. Samples of size 25 have a sample mean of 100. Find the 90% confidence interval for the population mean.

Continental airlines confidence intervals : The mean number of hours of flying time for pilots at Continental Airlines is 49 hours per month (The Wall Street Journal, February 25, 2003).

Determine the position of particle moves along x axis : A particle moves along x axis according to equations x =2.00+3.00t-1.00t2, where x is in meters and t seconds. At t=3.00s, determine (a) the position of particle. (b) its velocity, and (c ) its acceleration.

Advantages & disadvantages of flexible staffing in workforce : What are some considerations that (you) could take in developing and implementing an accident prevention program for plant personnel?

Confidence interval for simple random sample : A simple random sample of 50 items from a population with σ 6 resulted in a sample mean of 32.

Confidence interval for flight departure on time : Arrivals 2011. Will your flight get you to your destination on time? The U.S. Bureau of Transportation Statistics publishes information about airline performance.

Confidence interval-t test and outlier : Using the results, describe the effect of an outlier or extreme value on the confidence interval.

User Account

All Pages