the document on the right side are for the options of the document on the left side. Thank you. H Sign in to your acc.A particle travels along the x-axis such that its velocity is given byv(t) = t0.2 – 3t + 3 cos (t). The position of the particle is a = 3when t = 1.5. Determine the position, velocity and acceleration attime t = 1 and answer the analysis questions below. Use a calculatorand round your answer to the nearest thousandth.ACT The ACT Test for St.- Blackman High SchSylvanPrepA Delta MathUntitled document * D ÔFile Edit View Insert Format Tools Add-ons HelpLast ed.6 Share100%Normal textArlal111KI31 4 5I6 I7I8I9 1012 1 13 I 14 1 15 1The particle is moving to the (right, left) because (x(1)<0, x(1)>0, v(1) <0, v(1)>0, a(1)<0,a(1)>0, x(1) and v(1) are opposite signs, x(1) and v(1) are the same sign, x(1) and a(1) areopposite sign, x(1) and a(1) are the same sign, v(1) and a(1) are opposite signs, v(1) anda(1) are the same sign.a(1)v(1)a(1) =The velocity of the particle (increasing, decreasing) because (x(1)<0, x(1)>0, v(1) <0,v(1)>0, a(1)<0, a(1)>0, x(1) and v(1) are opposite signs, x(1) and v(1) are the same sign,x(1) and a(1) are opposite sign, x(1) and a(1) are the same sign, v(1) and a(1) are oppositesigns, v(1) and a(1) are the same sign.The particle is moving to the- becauseThe speed of the particle (increasing, decreasing) because (x(1)<0, x(1)>0, v(1) <0, v(1)>0,a(1)<0, a(1)>0, x(1) and v(1) are opposite signs, x(1) and v(1) are the same sign, x(1) anda(1) are opposite sign, x(1) and a(1) are the same sign, v(1) and a(1) are opposite signs,v(1) and a(1) are the same sign.The velocity of the particlev becauseThe particle is moving (away from, toward) the origin because (x(1)<0, x(1)>0, v(1) <0,v(1)>0, a(1)<0, a(1)>0, x(1) and v(1) are opposite signs, x(1) and v(1) are the same sign,x(1) and a(1) are opposite sign, x(1) and a(1) are the same sign, v(1) and a(1) are oppositesigns, v(1) and a(1) are the same sign.The speed of the particlebecauseThe particle is movingv the origin because

The velocity v(t)=t0.2-3t+3 cos(t2). So, v(1)=1-3+3 cos(1)=-0.379093≈-0.379. Also, ⇒dxdt=t0.2-3t+3…

A particle travels along the r-axis such that its velocity is given by v(t) = t0.2 – 3t + 3 cos (t2). The position of the particle is = 3 when t = 1.5. Determine the position, velocity and acceleration at time t = 1 and answer the analysis questions below. Use a calculator |3D and round your answer to the nearest thousandth.

A particle travels along the r-axis such that its velocity is given by v(t) = t0.2 – 3t + 3 cos (t2). The position of the particle is = 3 when t = 1.5. Determine the position, velocity and acceleration at time t = 1 and answer the analysis questions below. Use a calculator |3D and round your answer to the nearest thousandth.

Calculus: Early Transcendentals

8th Edition

ISBN:9781285741550

Author:James Stewart

Publisher:James Stewart

Chapter1: Functions And Models

Section: Chapter Questions

Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...

See similar textbooks

Similar questions

Q2 Mr Chong paid RM48 for 3 dictionaries and 4 pens whereas Mr Lee paid RM63 for 4 dictionaries and 5 pens. Find the price of a dictionary and of a pen
Bob bought 6 CDs that were each the same price. Including sales tax, he paid a total of $92.40. Each CD had a tax of $0.70. What was the price of each CD before tax.
A store owner sold 6 TV and 7 DVD player for $1.22. The same day, he sold 3 TV and 10 DVD of the same size for $1.13. Find the cost of 1 TV and 1 DVD.
A teacher has 5 students. She wants to pick three students and send them home. How many options she has.
The sum of ten and the quotient of a number x and 6
ANswer not in the multiple choice.