The resultant of two unequal forces perpendicular with each other is 15 N . The magnitudes of the forces (in Newton) are possibly
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The resultant of two unequal forces perpendicular with each other is 15 N . The magnitudes of the forces (in Newton) are possibly
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- one force of magnitude 53 acts on an object. Another force of magnitude 39 acts on the object at a right angle, what is the magnitude of the resultant force on the object?A force ₁ of magnitude 4.90 units acts on an object at the origin in a direction 8 = 34.0° above the positive x-axis. (See the figure below.) A second force 2 of magnitude 5.00 units acts on the object in the direction of the positive y-axis. Find graphically the magnitude and direction of the resultant force ₁ + 72. 1 (No Response) units magnitude direction (No Response) ° counterclockwise from the +x-axis 0Two forces acting at a point make angles 25° and 45° respectively with their resultant force which has a magnitude of 15N . Find the magnitude of the two components.
- What is the magnitude of the force acting on a substance if the magnitude of the change in length is (4 cm) and the amount of the constant is (N 625)?Two muscles on the back of the leg pull upwards on the Achilles tendon. Each force makes an angle of θ=20∘θ=20∘ with the vertical, with one pulling up and to the right and the other pulling up and to the left. Each force has a magnitude F=F=573 N.Write an expression for the magnitude of the sum, FsumFsum, of these two forces. What is the magnitude, in newtons, of the sum of these two forces?Using the method of components, find the resultant of the following concurrent forces. Note: After solving for the Angle of the Resultant, you must then determine the Direction of the Resultant relative to Horizontal (positive x-axis) in a CCW (counter-clockwise direction). Sometimes the Direction of the Resultant may be the same as the Angle of the Resultant. However, you must always calculate both: the Angle of the Resultant (based on the Resultant triangle sketch) and then the Direction of the Resultant based on Horizontal (positive x-axis) in a CCW direction from horizontal.
- Find the direction of the resultant of the three force vectors A, B, and, C shown in the figure. These vectors have the following magnitudes: A = 5.39 lb, B = 7.66 lb, and C = 7.8 lb. Express the direction of the resultant by specifying the angle it makes with the +x-axis, with counterclockwise angles taken to be positive. [Hint: Answer must be of positive angles and expressed with two decimal places] 120° Y xThe angle between two forces of 34 N (Newtons) and 46 N is 47°. Find the magnitude of the resultant force.Do Chapter 12, Problem 6, with these numbers which I've decided to express in pounds and feet, English units. Sam and Joe carry a beam, walking to the right. Calculate the force that Sam exerts, in pounds. The beam's weight is 109 lb. The beam's length is 21 ft. Sam is 1 ft from the back. Joe is 2 ft from the front.
- One force of magnitude 33 acts on an object. Another force of magnitude 21 acts on the object at a right angle, what is the magnitude of the resultant force on the object?Three forces F, = 200455° , F,=180275° , F,=2502 – 80° are in Newtons. Find the resultant of these forces in polar form. [magnitude to the nearest whole number and angle to the nearest whole degree]Vector F1 = 625 N makes an angle of 270 degrees when rotated counterclockwise from the +x axis. Vector F2 = 875 N makes a 120 degree angle from Vector F1 when rotated counterclockwise. What is the direction of the vector needed to balance the two forces?