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Force into a Cartesian form using Position Vector Express the given vector as CARTESIAN VECTOR and determine its DIRECTION ANGLES and UNIT VECTOR.
Put on paper thank you the solution
Put on paper the solution and thank you
Put on the paper the solution and thank you
Put on paper thank you the solution
Put on paper thank you
Express the Force in Cartesian vector form in Figure 1. Then, determine: a) Its magnitude b) Coordinate direction angles
Express the position vector r in Cartesian vector form; then determine its magnitude and coordinate direction angles. Given: a = 4 ft b = 25 ft c = 2 ft d = 6 ft e = 6 ft f = 4 ft
Express each of the forces in Cartesian vector form B and determine the magnitude and coordinate direction angles of the resultant force.
Express the two forces in Cartesian vector form. Determine the magnitude and coordinate direction angles of the resultant.
Express the force vector shown in the picture as a Cartesian Vector and determine the value of the third direction angle. Enter each vector component as a number with 3 significant figures and include the sign of the unit vector as part of the numerical value. Enter the direction angle as a whole angle (no decimal). For example; γ-38" or β-123° Givens: · F=10lb * β=57" k Ib Click Save and Submit to save and submit.