Your drone sits at the origin of your chosen coordinate system, <0, 0, 0> m. You fly it from there in the same direction as the direction of a vector <-66, 21, 17> for a distance of 8 m, where it hovers. From there you make the drone go in the same direction as the direction of a vector < -23. 46. 62> for a distance of 6 m. where it again hovers. What are its coordinates now?

Your drone sits at the origin of your chosen coordinate system, <0, 0, 0> m. You fly it from there in the same direction as the direction of a vector <-66, 21, 17> for a distance of 8 m, where it hovers. From there you make the drone go in the same direction as the direction of a vector < -23. 46. 62> for a distance of 6 m. where it again hovers. What are its coordinates now?

Glencoe Physics: Principles and Problems, Student Edition

1st Edition

ISBN:9780078807213

Author:Paul W. Zitzewitz

Publisher:Paul W. Zitzewitz

Chapter5: Displacement And Force In Two Dimensions

Section: Chapter Questions

Problem 75A

See similar textbooks

Similar questions

What do vectors and scalars have in common? How do they differ?
By throwing a ball at an angle of 45, a girl can throw the ball a maximum horizontal distance R on a level field. How far can she throw the tame ball vertically upward? Assume her muscles give the ball the same speed in each case. (Is this assumption valid?)
If two vectors are equal, what can you say about their components? What can you say about their magnitudes? What can you say about their directions?
3 points are plotted in the x,y and z plane as follows: A (-1,0,3); B(4, 2, 0); & C(0,-1,-1) Establish a position vector from point B to point C. Choices are as follows: a)0.24i - 0.24j - 0.94kb)0.78i + 0.59j + 0.20kc)- 0.81i + 0.32j + 0.49kd)- 0.24i + 0.24j + 0.94ke)- 0.78i - 0.59j - 0.20kf)0.78i - 0.59j + 0.20kg)0.24i + 0.24j - 0.94kh)- 0.81i - 0.32j + 0.49ki)- 0.24i - 0.24j + 0.94kj)- 0.78i + 0.59j - 0.20kk)0.81i + 0.32j - 0.49kl)0.81i - 0.32j - 0.49k
Given the vectors and w W +(0,0) a) Sketch the vector 3w 6 5 4 3 V 29 ~20 W ننا -2 -3. -4 -5 -6. Clear All Draw: c) Sketch u-u using the Triangle Rule, then sketch the equivalent position vector 6 W 5 43 v2 -6-5-4-3-2-1₁. 1 2 3 4 5 6-6-5 -4 -3 -2 -1₂- -2- -3- -4- -5 -6- Clear All Draw: my s -6 -5 -4 -3 -2 -1 -1 -2 -3 -4 -5 1 2 3 4 5 6 b) Sketch + using the Triangle Rule Ú Clear All Draw: 29 V W 3654 3- بنا يا بلے 1 2 3 4 5 6
Three vectors are given by: č = lî + 2j – 4k. ä = 2î – 3j + 5k, b = -2î + 7j – k and Find a, so that - [27] = -4.
The two vectors (3 m) – (7 m Which of the following vectors is perpendicular to that plane? A) (2 m)² + (3 m)' – (2 m)k are in the same plane. - (14 m)i + (6 )k B) (-14 m) + (6 my C) (14 m)i – (6 m) + (23 m)k (14 m) + (6 m/ - (23 m)k E) (6 m)} my + (23 m + (23 m)k D) + (6 m) - (23 m)k (14 m)i +
Question: The polar coordinates of a point are 50m and . Then, what are its Cartesian coordinates? A. 2.75i+ 4.763j m, B. -2.75i- 4.763j m, C. 2.75i - 4.763j m, D. 4.763j m, E. -2.75i + 4.763j m,
Q3) Evaluate vector D = xax + yay at the point where p=7, Φ=0.2π (rad) and z=6.
Two vectors are given by, a=2i+3j-k b= -i-2j+k Find a) a.b b) axb 4- Three vectors are given by a= 6i+2j-4k, b=-2i-j+k, c=3i+2j+2k Find a) a. (bxc) b) a. (b+c) c) ax (b+c)
12. Express in cartesian components: (a) the vector G'extending from the origin to the mid- point of the line joining A(2,-3,5) to B(6,-5,5); (b) the vector D extending from C-2,7,3) to the midpoint of the line joining A to B; (c) the component of RAB that is in the direction of Raci (d) a unit vector in the direction of Rac
The angle made by the two vectors 3 = 3î + 4ĵ +5k and M =3î +4ĵ +5k is: A B) 90 c) 45 D 180 E No Answer