Three water skiers are pulled by a boat as shown. Determine the resultant force of the water skiers and the direction of the resultant measured counterclockwise from the positive x-axis. Draw the resultant force and label the computed angle on an x-y coordinate system. (I need some help on this please)

Use the law of sines and the law of cosines, in conjunction with sketches of the force polygons, to solve the following problems. Determine the magnitude of the resultant R and the angle e between the x-axis and the line of action of the resultant for the following: 250 lb 350 lb 500 lb

Calculate the magnitude of the resultant for the force system shown in figure below. 600N SOON 407 30' 400N 300N

Problem 3: Note: Make sure to draw all diagrams. All Units must be included. Determine the magnitude and coordinate direction angles of the resultant force and sketch this vector on the coordinate system. 3-250 N Problem 2 60 60 45 F-350 N

Express a vector in Cartesian Vector Form for the following: Magnitude of Force: F= 864 Ib Line of action of force passes through points from A (12,6,-5) towards B (-5,2,-3). What is the x (f) component of the force vector rounded to one decimal place? Enter your answer as positive or negative.

a) Determine the coordinate direction angle each force makes with the coordinate axes (i.e. a1, B1, yı for F1 and a2, B2, y2 for F2) from the components of unit vectors acting in the direction of Fr and F2 (Note: Force F2 is on the yz-plane). Express F1 and F2 as Cartesian vectors. Check your results by calculating the magnitudes of each vector. F2 = 80 kN F, = 50 kN 5 15 30° 3 4 y b) Determine the angle 0 between forces F1 and F2: F2 = 80 kN F, = 50 kN %3D 5 15 30 3 4 y Determine the magnitudes of the projection of the force F onto the u and v axes, Fu and Fv, respectively. Also, determine the components perpendicular to the u and v axes, Ful and Fy1. (Note: The v-axis points vertically upward perpendicular to the surface to which the hook is bolted.) ul F= 50 N 15 n° 105

Using the ANALYTICAL method, determine the resultant of the two forces, both magnitude and direction (angle between the line of action of resultant and the x-axis).

Find the resultant of the following concurrent forces graphically and analytically: FI=100N 37° counterclockwise from the +x-axis F2-100N 50° clockwise from the -x-axis F3-80 N 233° counterclockwise from the +x-axis

Using the Parallelogram Law and Triangle Rule, compute the magnitude of resultant force acting on the anchor. Specify the angle the resultant force makes with the positive x-axis in the counterclockwise direction. 45° 60° 2 kN 6 kN

Three forces are acting on the bracket ABC as shown in Fig 2. Calculate the wrench resultant of the three forces and the y- and z- coordinates of the point through which this resultant passes the y-z plane.