Find the nearest magnitude of the projected component of the force F = 300 acting along line OA. x 542 N 242 N 426 N 586 N 300 mm -30° 300 mm y 30° F = 300 N 300 mm

Q: Determine the angle between the force F=[4 i + 8j+ 13 k] kN and the pole OA. 2 m 2 m 1m

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Q: 05 Determine the magnitade of the resultant force and its direction, measured clockwise from the…

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Q: A person exerts a force F = 60i - 40j (N) on the handle of an exercise machine. Determine the vector…

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Q: Determine the resultant vector Fr = Fs +Fb and the angle theta so that the resultant vector lies on…

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Q: Q3/ Determine the magnitude and the direction of the resultant force. (Use Cartesian vector…

A: Expressing the forces in cartesian form as F1→=F1×810 i^+0+F1×610 k^F1→=500×810 i^+500×610 k^F1→=400…

Q: 1. Find the moment of the 500 N force shown about Point A. Write your answer using 2 significant…

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Q: Express the force in Cartesian vector form. 1.5 m 2.75 m F= 625 N

A: in OBC Tan = BC/OC = tan-1(1/1.5)     = 33.69o and using Pythagorus theorem OB2 = BC2 + OC2  OB2 =…

Q: Find the direction of the Resultant * Force Fr from positive x-axis y 35N Fr 42N

A: Given data: Fx= 42 N Fy = 35 N Need to determine the direction of the resultant force.

Q: The y-component of the resultant force is about

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Q: 3 m 60 Fa600 N 13m

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Q: Express the force in Cartesian vector form. F= 475 N 30° 37

A: Resolve force along z axis and x-y plane

Q: Q/ If P1= 450N and P2 = 650 N, Calculate EF, and EF, using x'and y'axises y P1 P21 30°

A: Given data: P1 = 450 N P2 = 650 N Need to determine the value of equivalent force along x and…

Q: A force is specified by the vector F = [(10)i + (100)j + (-10)k] N. Calculate the angles made by F…

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Q: Q3'. locate it with respect to point C ? Determine the resultant of forces system shown in Figure…

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Q: 8. Three forces act as shown. Determine the space angles 8., 8,, and 0, between the line of action…

A: The 550 kN force in vector form can be expressed as,

Q: Please help.

A: Drawing parallelogram for the given system of force – Writing the resultant of two force formula…

Q: The force F has a magnitude of 640 N. Express F as a vector in terms of the unit vectors i and j.…

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Q: Express F, and F, as Cartesian vectors. F = 600 N F2 = 450 N 45° 30

A: Resolve the force onto X , Y and Z axis will gives the Cartesian coordinates form of vector

Q: The y-component of the resultant force is about F=400 N F= 200 N 90 150 F 300 N O 75.25N O 74.45 N…

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Q: the horse or dog could be approximated as force F p5ointing upwards and forwards. Use Cartesian…

A: To determine the component of force F along and perpendicular to AB axis.

Q: ) The R is resultant of three forces (FI, F2 & F3), determine the magnitude and direction of F3

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Q: The A=2c +3-k, B = -3 +2k is 26 +55-3 k¿-53 -3k -53+3k -ċ-55 +3k Cross Product for the two Vectors a…

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Q: Determine the magnitude of the projected component of the force F = 400 N acting along with the line…

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Q: V 500 kN 60 45

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Q: 40 mm 40 mm 70 mm Y 0 100 mm 85 mm, 30° 900 N 160° 800 N 25° 1000 N 65° X E (120 mm, -40 mm, 80 mm)

A: Given,

Q: In " F3 = 750 N F₂ 45° 30° y F₁ = 930 N and F2 = 525 N. 5 X F₁

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Q: If the resultant force of the force system shown in directed along Figure below the positive x-axis,…

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Q: Determine the component of the force F along Aa as cartesian vector. -121- 591 - 1k

A: component of force F along direction d = F.d [dot product]

Q: F₂ = 500 N 1 1 | 30° 60° Z F3 = 100 N 60° Texa 120° F₁ = 400 N 45°

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Q: 1. Calculate the coordinate direction angle a and then express the force as a Cartesian vector.…

A: Calculate the coordinate direction angle a and then express the force as a Cartesian vector.

Q: ude of 460 N. Express F as a vector in te

A: given:F=460Nθ=370

Q: Q1) Determine the magnitude and direction of F3 so that If the resultant of the three forces act on…

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Q: Determine the magnitude and coordinate direction angles of the resultant of FB = 600 N and FC = 500…

A: GivenFB=600NFC=500N

Free Body Diagram

The system of forces acting on a body tends to either rotate it or make the body undergo motion. In general, when an external agent exerts a force on a body, the body undergoes translational motion and rotational motion. The body has six degrees of freedom under the influence of that force. Here, three degrees of freedom are from the translational motion while the other three are from the rotation motion. However, sometimes the bodies are not allowed to undergo any motion and are fixed, under such conditions the body is said to be constrained.