Question 7 The bar below is free to move, and the only loads that act on it are a couple of magnitude 1 N-mi at point B and a force of magnitude 40N at point C which are applied as shown. IN 0.1 m 0.1 m The net moment about point B-N-m The net moment about point C 46 N-m 40 N
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- From the given figure, determine the rectangular representation of the 500 N force. F = 500 N O a. F = -240 i+ 320j+ 300 k N O b. F = 240 i- 320j - 300 k N O c. F = 560i- 720 j- 20o k N O d. F = 420 i- 230j - 700 k N7 needs solution/explanation. please type the solution if you can because i cannot see handwritten sometimes. i will upvote tyThe magnitude of the force P is 458 N. Determine the magnitude of the moment (Nm) of P about point C. Round off only on the final answer expressed in 3 decimal places. Bl y D. 600 mm A 500 mm m 360 mm
- can u please help with calculations on this problem i keep getting confused the change of equilibrium equationDetermine the moment of the 130-lb force about point A and about point O. 39" B 30" F = 130 lb Answers: M₂ = (1 Mo= (1 26° k) lb-in. k) lb-in.Determine the result ant R of the two forces applied to the bracket. Write R in terms of unit vectors along the r and y axes shown: gular plate Det 150 N the momente od anoo y' L--x 30% 200 N ba oni hag aluovio gi 35 q sq od edi onim ida ad doidw baroqraq ban lellen ibaag fs lollang 20o A and about point O.
- A vetcor is parallel to another one if and only if: Select one: a. A and C b. their cross product is 0 c. their dot product is 0 d. their cross product is 1 e. their dot product is 18) Please refer to the figure below. , Determine R in N at point C. 20 Ibf 200 kg 250 N 20 kN A 2 FT 200 kgCompute the moment MA of the force F about point A. Y Moment MA 1. 6.5 2. 5.6 3. 4.7 4. 7.4 3'-0" 50⁰ 70° X F = 2 kips
- D Determine the moment of the force about point O. 3 m 45° 500 NFor the given force system: Each square is 1 m by 1 m. Mr= 509.061 N-m (clockwise) Rx= -1027.68 N RY3D -445.98 N P. X. (a) Calculate the value of P [ Select] (b) Calculate the value of Q [ Select ] (c) Calculate the value of F [ Select] (d) Determine moment arm of the resultant force Select] (e) Determine equation of the resultant force Select ] (f) Find x and y intercept [ Select]Check Your Understanding A proton spiraling around a magnetic field executes circular motion in the plane of the paper, as shown below. The circular path has a radius of 0.4 m and the proton has velocity 4.0106m/s . What is the angular momentum of the proton about the origin?