[19] Three vectors are given by -6i, =9j, and c-(-3i+4). (a) Find the magnitude anddirection of the resultant vector. (b) What vector must be added to these three to make theresultant vector zero?[20] A particle moves from a point in the xy plane having Cartesian coordinates (-3.00, -5.00)m to a point with coordinates (-1.00, 8.00) m. (a) Write vector expressions for the positionvectors in unit-vector form for these two points. (b) What is the displacement vector?

“Since you have asked multiple question, we will solve the first question for you. If you want any…

[19] Three vectors are given by i-6i, 8-9j, and c-(-3i+4). (a) Find the magnitude and direction of the resultant vector. (b) What vector must be added to these three to make the resultant vector zero?

[19] Three vectors are given by i-6i, 8-9j, and c-(-3i+4). (a) Find the magnitude and direction of the resultant vector. (b) What vector must be added to these three to make the resultant vector zero?

College Physics

11th Edition

ISBN:9781305952300

Author:Raymond A. Serway, Chris Vuille

Publisher:Raymond A. Serway, Chris Vuille

Chapter1: Units, Trigonometry. And Vectors

Section: Chapter Questions

Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...

See similar textbooks

Similar questions

1
For the vectors a (a) Number as (b) a magnitude and (c) an angle (relative to î in the range of (-180°, 180°]). Now give bain (d) unit-vector notation, and as (e) a magnitude and (f) an angle (relative to î in the range of (-180°, 180°]) (b) Number (c) Number (d) Number = (3.0 m )î + (4.0 m )ĵ and 7 = (5.0 m )î + ( − )î + ( (f) Number i (e) Number i î + Units Units Î+ Units − 2.0 m )î,give a + b in (a) unit-vector notation, and Units ◄► ◄► Ĵ Units Ĵ Units
40. Vectors A and B each have a magnitude of 5 m and point to the left. Vector A begins at the origin, while vector B begins at a location 8 m to the right of the origin. (a) If the positive x axis is pointed to the right, what is the x com- ponent of each vector? (b) If the positive x axis is pointed to the left, what is the x component of each vector?..
Two vectors of equal magnitude are added together. the magnitude of their resultant is 10. If one of the vectors is directed due north, and the other bone is at 20° north of eat, determine the common magnitude of two vectors as well as the direction of their resultant.
For the following vectors find ; 1 - Vectors sum , 2 Magnitude and direction of the resultant vectors ; a = 4i + ( - 3 ) j , b = ( -3 ) i + 2j , c = 2i + ( - 6 ) j , d = 7i + ( - 8 ) j , e = 9i + j
The three vectors given are ā = 5.0 î+4.0 j-6.0 k b =-2.0 i+2.0 j+3.0 k č = 4.0 î+3.0 j+2.0 k The vector i = ä +b-¯ and its magnitude is respectively 7= -1.01+3.0ĵ-5.0k;|7|=6 7=11.01+5.0ĵ – 7.0k; |7|=14 7 =11.01+5.0J+7.0k; |7|=14 None of the above
Here are two vectors: [4.00m 4.00 m and b 6.00 m + (8.00 m What are |(f) the angle of a + ; (g) the magnitude and (h) the angle of D - a ; and (i) the magnitude and (j) the angle of a - b? (State your angle as a positive number.) (k) What is the angle between the directions of a - b ? and (a) Number 5.7 Units (b) Number Units ° (degrees) -45 (c) Number 10 Units (d) Number Units P (degrees) 53.13 (e) Number 10.77 Units (f) Number Units (degrees) 29.68314017
Use the vectors N = 3x-2y+ 12 and M = -1x+3y+ 12 to evaluate Eij2 ni mj.
Determine the magnitudes of vectors and so that their resultant is a horizontal vector of magnitude 4.0 m/s directed to the right.
Find the magnitude and direction of the resultant of the following vectors using Laws of Sines and Cosines. Vector 1: 10 Newtons, 40° Vector 2: 5 Newtons, 260°
Two vectors aand b of lengths a and b make an angle e with each other when placed tail to tail. Prove, by taking components along two perpendicular axes, that the length of their sum is = va 2 + b 2 + 2ab cos e
Add these vectors and give just the magnitude and after adding vectors you find that the x component of the resultant is -16 and y comp is 7. Find the direction of the resultant( in other words fix the angle) 14