A trolley, shown by the triangular plate in the figure, can roll along a horizontal beam. Determine the magnitude and direction of P so the resultant is 2.50 kN and is vertical. Express the angle for P as an angle with respect to the horizontal axis (as per our standard of expressing the magnitude and direction of a vector - you will not be using a in your answer). 15° 1600 N
Q: MY NOTES ASK S&P are shown below. S = 46, & P = 12. Let R=S-P. Determine the components, magnitude,…
A: S→ = 46 units @ 80 degree clockwise from -y axis P→ = 12 units @ 80 degree clockwise from +x axis
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- Use your knowledge of bearing, heading, and true course to sketch a diagram that will help you solve the problem.A plane is flying with an airspeed of 140 miles per hour and heading 150°. The wind currents are running at 30 miles per hour at 175° clockwise from due north. Use vectors to find the true course and ground speed of the plane. (Round your answers to the nearest ten for the speed and to the nearest whole number for the angle.)mi/hr with heading °Two vectors are shown in the figure. The r-direction is horizontal, the y-direction is vertical, and each grid square represents one unit. B. The components of the resultant vector C-A+B are Cz = -1 and Cy = 5 %3D 2 and Cy C, 12 and Cy = 6 O C; =1 and Cy = -4 %3D and Cy = 7 C. = -7Solve it correctly please.
- Start by copying the navigational bearing axes onto your paper: W N E (a) Next, draw vector V representing a ship traveling 383 miles on a bearing of N 55° W. (b) Find exactly how far north the ship traveled. (c) Find exactly how far west the ship traveled. (d) Next, use a scientific calculator to write approximations for (b) and (c). (e) Then write your approximations with correct number of significant digits.In the figure below the y-axis points north, the x-axis points east, and the xy-plane corresponds to the surface of the water. Suppose a boat is at point B. a submarine is 5 units below point S, and a helicopter is 11 units above point H. 1. Find the displacement vector and the distance from the submarine to the boat. Displacement: Distance: 2. Find the displacement vector and distance from the helicopter to the boat. Displacement: Distance: 3. Find the displacement vector and distance from the submarine to the helicopter. Displacement: Distance: 3 1 H B SIs the following statement true or false? Explain. If the wind is blowing from the southwest, then the bearing for the wind vector is 225°. Choose the correct answer below. O A. The statement is true because a wind blowing from the southwest would cause the air to travel northeast, which would be a vector represented by a 225° angle. B. The statement is false because a wind blowing from the southwest would cause the air to travel northeast, which would be a vector represented by a 45° angle. C. The statement is false because southwest would be represented on the unit circle by a vector pointing into the middle of quadrant 1, which is a 45° angle. D. The statement is true because southwest would be represented on the unit circle by a vector pointing into the middle of quadrant 3, which is a 225° angle.
- How exactly would you solve this problem??Can you help with the last two,Fx' and Fy'?An inclined plane has angle theta with respect to the vertical. A. Find an expression for the components in the direction of the plane. B. Find an expression for the component of gravity in the direction perpendicular to the plane. C. Sketch figures which illustrate parts a and b above; highlight and label the results.
- if applicable gravity must equal 10 You are given three vectors. A = 5 m at 30 degrees B = 5 m at 150 degrees C = 5 m at 270 degrees Calculate the magnitude of the resultant vector R=A+B+CAnd part b.) Determine the direction of vector V measured counterclockwise from the positive x-axis.Suppose you walk 87 m to the north, stop and turn to your right through an angle of 42.1°, and then walk in that direction another 76.2 m. Find the direction of the vector extending from your starting to your ending location. Express your answer as an angle relative to east. 0 N of E Report your numerical answer below, assuming three significant figures, D