*2-92. Express each of the forces in Cartesian vector form and determine the magnitude and coordinate direction angles of the resultant force. 0.75 m FAB = 250 N %3D FAC = 400 N %3D 3 m 2 m 40 2 m B.

Given 3 graitional vector below  a/ Draw unit vector gB b/ Determine value of Gnet

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1. Let v = -51 + 53 be a vector in R². (a) Find v. (b) Find the angle, 0, in degrees, that v makes with the positive x-axis. (Answer in radians between 0 and 27.) (c) Find a unit vector that points in the same direction as v. Answer in component form.

Vector A has a magnitude that equals 7.1, and direction theta =64.9 degrees measured clockwise from -y-axis. What is the x-component? Specify your answer to three decimal places

Vector A has a magnitude of 23.0 m and makes of 30o above the positive x axis. Vector B has a magnitude of 13.0 m and is oriented 60o to the left of the y axis. 1) Find the magnitude of A-B. Express your answer in m. 2) Find the magnitude of 2A+B. Express your answer in m. 3) Find the direction of 2A+B. Express your answer in degrees. 4) Find the magnitude of −A+3B. Express your answer in meters. 5) Find the direction of -A+3B. Express your answer in degrees.

if you have two vectors : A=-2i+3j-k B=-i+3j-k    find : 1. -3B 2. 2A-3B 3. Direction of A 4. Direction of B

Vector A has a magnitude of 3.60 m and a direction of 60.0° measured counterclockwise from the +y axis in the xy plane. Vector B has a magnitude of 2.40 m and a direction of 30.0° measured clockwise from the -x axis in the xy plane. →>> What is vector Cin component form? 7=2 = 2.00A-3.00B.

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