A 9 600-N shark is supported by a rope attached to a 5.00-m rod that can pivot at the base.
(a) Calculate the tension in the cable between the rod and the wall, assuming the cable is holding the system in the position shown in the figure. (Give you answer to three significant digits.)
(b) Find the horizontal force exerted on the base of the rod.
magnitude=?
direction=?
(c) Find the vertical force exerted on the base of the rod. Ignore the weight of the rod.
magnitude=? N
direction=?
A 9 600-N shark is supported by a rope attached to a 5.00-m rod that can...
A 10200-N shark is supported by a rope attached to a 3.40-m rod that can pivot at the base. A rod is attached to a pivot at the base of a wall on the left. The rod extends up and right at a 60.0° angle from the horizontal. A cable connected to the top end of the rod extends up and left at a 20.0° angle from the horizontal before connecting to the wall. A shark hangs from a rope at the top...
A 11000 N shark is supported by a cable attached to a 4.60 m rod that can pivot at the base. (a) Calculate the tension in the tie-rope between the rod and the wall if it is holding the system in the position shown in Figure P12.49. (Neglect the weight of the rod.) (b) Find the horizontal force exerted on the base of the rod. Magnitude kN Direction to the right to the left (c) Find the vertical force exerted...
19. A 10 000-N shark is supported by a cable attached to a 4.00-m rod that can pivot at the base. Calculate the tension in the tie-rope between the rod and the wall if it is holding the system in the position shown in Figure P12.49. Find the horizontal and vertical forces exerted on the base of the rod. (Neglect the weight of the rod.) 20.01 10 000N 0.0 Figure P12.49
20.0 I- A 10 000-N shark is supported by a cable attached to a 4.00-m rod that can pivot at its base. Calculate the ten- sion in the tie-rope between the wall and the rod if it is holding the system in the position shown in Figure P12.49. Find the horizontal and vertical forces exerted on the base of the rod. (Neglect the weight of the rod.) where T is the force exerted by the Achilles tendon on the foot...
read the question carefully please. A 10 000-N shark is supported by a cable attached to a 4.00-m rod that can pivot at its base. Calculate the ten sion in the tie-rope between the wall and the rod if it is holding the system in the position shown in Figure P12.49. Find the horizontal and vertical forces exerted on the base of the rod. (Neglect the weight of the rod.) where T is the force exerted by the Achilles tendon...
1- What is torque? 2- What are the conditions for the equilibrium? 3- A uniform rod of length L-10 m, weight 490 N is used to support an object with weight Wi-343 N at a distance of x,-4 m and a second load of weight W2-196 N at a distance of x2-9 m. The rod is supported by a cable which is attached at x- 6 m and acting at an angle of 30 degrees with respect to the rod...
A fish is supported by a cable attached to a long, uniform rod that can pivot at the base as shown in the figure. A cable provides a tension force at the top of the pole and makes an angle of with the horizontal. The rod has a mass of and makes an angle of with the ground. a) What is the magnitude of the tension in the cable? b) What is the magnitude of the x-component of the force provided by the...
A uniform 4000-N rod can pivot at the base. It supports a 9000-N shark with the help of a horizontal cable. Calculate the tension in the cable. 70°
Please show your work, thank you! A 600-N uniform rectangular sign 4.00 m wide and 3.00 m high is suspended from a horizontal, 6.00-m-long, uniform, 110-N rod as indicated in the figure below. The left end of the rod is supported by a hinge and the right end is supported by a thin cable making a 30.0° angle with the vertical. (Assume the cable is connected to the very end of the 6.00-m-long rod, and that there are 2.00 m...
70° A uniform 4000-N rod can pivot at the base. It supports a 9000-N shark with the help of a horizontal cable. Calculate the tension in the cable. We need more information to solve this problem 4000 N 5000 N 9000 N 11000 N 13000 N