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- Find the clockwise angle of the Equivalent Force with respect to the negative x-axis (absolute value in degrees). Find the magnitude of the Equivalent Force (absolute value in kN). Find the magnitude of the Equivalent Moment (absolute value in kN-m).Determine the magnitude and direction of the resultant of the following forces: 50 N at 50 degrees,60 N at 120 degrees,40 N at 220 degrees,30 N at 330 degrees. All angles are measure from the positive x-axis. Use the component method. Select one: a. 75 N: 42º b. 50 N: 87º c. 54 N: 87º d. 101 N: 89º$ Magnitude R= Direction 8 = Three forces act on point : A = 60 N at 135°, B = and C in this diagram to the correct magnitudes and directions. When this has been done correctly the dotted vector will become solid. 50 N at -45° and, C= 75 N at 60° 2. Pick up vectors A, B and C by their tails, and move them into a tip to tail arrangement. When this has been correctly done the resultant R will appear. measured Estimate the magnitude and direction of the resultant Based on this diagram, estimate the magnitude R and direction of the resultant. from the force R using the tip-to-tail method. 1. Move the tips of forces A, B, Submit part Submit part
- Z. (F3= 800 N .5 F2 = 500 N 370 F1 = 1000 N F, is on the x-y plane. The angle between F3 and x axis is 135° , between F3 and y axis is 60°. Express force F, in vector form.The following figure shows five forces act at point A. Calculate the magnitude of the resultant force, and accordingly choose the nearest answer. 90 N 75 N 60 N Ve 30° 30° 45 N 30° 30° 30 NFind the resultant and direction of the following forces using the graphical method: F1 = 20 N, 30 degrees NE, F2 = 15 N, 50 degrees NW, F3 = 10 N, South
- F3= 800 N F2 = 500 N 370 F1 = 1000 N F, is on the x-y plane. 1 The angle between F3 and x axis is 135° , between F3 and y axis is 60°. What is the magnitude of resultant force?answer the following questions 1. Find the force F if the resultant forces pass through a 50 Ib point A 75 Ib 2. Find the equivalent force 3. Specify where resultant 's line of action intersect member AB measured from point A 4. Specify where resultant 's line of action intersect member BC measured from point B 30° 3 ft 3 ft 4 ft 30° 50 Ib 75 Ib 1 Add fileThe Force F produces a moment of 3456 N⋅m clockwise at point A, “M” N⋅m counter – clockwise at point, and “M” N⋅m clockwise at the origin O. The Force F acts at point C. Determine the following: a.) The Force F. b.) The coordinate y.
- Force vector A = 45i kN Force vector B = xi + yj kN Force vector B has a magnitude of 60 kN and both of its components, along x, and y axis, are positive, the resultant of force vectors A and B is force vector C having a magnitude of 80 kN. 1. What is the value of angle between vector A and C? Express your answer in unit of degrees. 2. What is the value of angle between vector B and C? Express your answer in unit of degrees. 3. What is the scalar triple product of vectors A, B, and C?Given: three forces act on a particle P. Force A has a magnitude of 55lbs and acts 30 degrees CCW from the x-axis. Force B has a magnitude of 70 lbs and acts along a ray from point P with a slope at 1/-4. Force C has a magnitude of 55 lbs lbs and acts straight left. Add the three vectors to find the magnitude of the resultant force R and the angle it makes with the positive a-axis 0.Find the magnitude and direction of the resultant of a 60-pound force acting at an angle of 40 degrees clockwise from the positive y-axis, at 20-pound force that acts at an angle of 90 degrees clockwise from the positive y-axis, and a 40-pound force that acts at an angle of 300 degrees clockwise from the positive x-axis.