Consider the following three displacement vectors: Vector À has a magnitude of 3.60 km and a direction that makes an angle of 30.0% south of west, vector B has a magnitude of 7.30 km and a direction that makes an angle of 15.0° north of west, vector C has a magnitude of 3.10 km and a direction that makes an angle of 54.0° north of east. Determine the magnitude of the vector Z=C- Á + B

Assuming the +x-axis is horizontal and points to the right, resolve the vectors given in the following figure to their scalar components and express them in vector component form. yA 1. 60° A = 10.4 30° 30° 20.2 6 D = 20.2 53 37° A = В - F = C = 12.4 B = 5.4

Vector ?⃗  has a magnitude of 15.5 and its direction is 260∘ counter‑clockwise from the +?-axis. What are the ?-and ?-components of the vector?

A displacement vector in the xy plane is 48.0 m long and directed at angle = 35.0° in the figure. Determine (a) the component and (b) the y component of the vector. Ensure you state the correct units.

Pls do fast and i will rate instantly for sure.  Solution must be in typed form

pen EAR (つ 2J le X comporent of a vector. is -4.0 and He y comporent is -3.0. What are tle magnitude and direction of He vector? ma gnitude and direction of He vector. 3) Let He ector Á have magni tude 4 and a direction of 30° with respect to the X-axis. What are themagnitude and direction of He veclor equal to -4Ã? hen 4You travel 4s) travel Southeast (i.e, at -45) at tHe sane speed for 20s. What is your final position relative to Your starting point? northeast li.e at 2.0ms for 10s. en you M What rs te scalar product lalso called tle dot product) OF tHe tuo vectors +して- 6 What is He smailangle betweenthetuo vectors し A-3イ+4 arnd 豆=-59+123?

Combine the following three velocity vectors to find the resultant vector. vector A = 22 m/s at 10 degrees. vector B = 7.1 m/s at 320 degrees. vector C = 19 m/s at 149 degrees. Note that the reference for the angle is the right horizontal.