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While cutting a piece of paper, a person exerts the two indicated forces on a paper cutter. Reduce the two forces to an equivalent force-couple system at corner O and then specify the coordinates of the point P in the x- y plane through which the resultant of the two forces passes. The cutting surface is 30" x 30". 5 lb 24 Ib 15" 1" 5" Part 1 There are 2 distinct questions here. We will solve the first question now. Question 1: Replace the two forces shown by an equivalent force-couple system at point O. Find the force part of the force-couple system. Answer: F = i + j+ k) Ib

University of East London Q.1 In the set up the determinant to find the moment of the force about point P? F= (-3i + 2j + Sk} kN -3 m 2 m

Question 2 Find the moment of the force about each coordinate axis (x, y, and z). Then determine the moment of the force about line AO. Mx 72 Nm 2; My 3 108 Nm 6 ; Mzs 96 Nm 6 A (0,6.4)m - OR . Im B(8,0.6)m PART 1

Ex ( 7): A ( 150 N ) force acts on the end of the ( 900 mm ) lever as shown in fig. Determine the moment of the force about ( 0). 150 N 900 mm 60•

Please solve this question in handwriting step by step.

4. Determine the magnitude of the moment of the force F = {50i20j - 80k} N about the a) base line AB of the tripod b) base line BC of the tripod c) base line AC of the tripod. 1.5 m 2m 2m 0.5 m D 1 m 2.5m 4 m

Determine the resultant moment produced by the force F about the shoulder S. The force F = 5 lb acts at point P, at an angle 0 = 9 deg. Provide your answer in units of lb-in, accurate to at least one decimal point. Be sure to enter the correct sign! S 30° -12 in.- E 13 in. 40° P Ө F

Please show me the steps

Q.4) A pipe assembly is acted on by four forces and one couple moment. The 300 N force is parallel with the z-axis, the 130N force is parallel with the y-axis, and the 60 N force is parallel with the x-axis. Force F, has a magnitude of 220 N and coordinate direction angles given by aA 45°, BA = 60°, and YA = of 400 N•m. Determine the resultant moment about point B. 120°. The couple moment M. is in the x-z plane and has a magnitude %3D %3D Mc 30° 300 N 1 m 0.75 m В 0.5 m E 00 N 0.75 m A 130 N FA