Part A O F₁ = 28.5 lb, F₂ = 11.91 lb O F₁ = 20.0 lb, F₂ = 22.9 lb Ο O F₁ Ο F1 14.00 lb, F₂ = 8.35 lb O F₁ = 25.6 lb, F₂ = 26.6 lb F₁ If 0 = 20° and = 35°, determine the magnitudes of F₁ and F₂ so that the resultant force has a magnitude of 20 lb and is directed along the positive x axis. = F₂

Part A O F₁ = 28.5 lb, F₂ = 11.91 lb O F₁ = 20.0 lb, F₂ = 22.9 lb Ο O F₁ Ο F1 14.00 lb, F₂ = 8.35 lb O F₁ = 25.6 lb, F₂ = 26.6 lb F₁ If 0 = 20° and = 35°, determine the magnitudes of F₁ and F₂ so that the resultant force has a magnitude of 20 lb and is directed along the positive x axis. = F₂

Name: 2.3.5 practicePart AO F₁= 28.5 lb, F₂ = 11.91 lbΟO F₁ = 20.0 lb, F₂ =
Uploaded: 2024-03-20T06:56:46.000Z
Channel: Bartleby
Description: 2.3.5 practicePart AO F₁= 28.5 lb, F₂ = 11.91 lbΟO F₁ = 20.0 lb, F₂ = 22.9 lbF1O F₁ = 14.00 lb, F₂ = 8.35 lbO F₁ 25.6 lb, F2If 0 = 20° and = 35°, determine the magnitudes of F₁ and F₂ so that the resultant force has amagnitude of 20 lb and is direct

University Physics Volume 1

18th Edition

ISBN:9781938168277

Author:William Moebs, Samuel J. Ling, Jeff Sanny

Publisher:William Moebs, Samuel J. Ling, Jeff Sanny

Chapter2: Vectors

Section: Chapter Questions

Problem 74AP

See similar textbooks

Similar questions

Find the resultant force R of the following forces and its angle with the x-axis? F2=600N Fi=2i+5j N 3.317 65° F3=100N F4=250N
Determine graphically the magnitude and direction of their resultant when P = 324 N and Q with a = 60° and B = 23°. 758 N %3D %3D Q
If force F is expressed as a Cartesian vector, it would be F = Fx i + Fy j + Fz k, where i, j, and k are unit vectors. Find the nearest Fx, Fy and Fz all in lb. 5 ft B7 ft X Z Fx = -70.5; Fy = 57.2; and Fz = -83.2 Fx = 98.2; Fy = -44.7; and Fz = -57.2 Fx = -70.4; Fy = 88.2; and Fz= -59.4 Fx = 59.4; Fy = -88.2; and Fz = -83.2 F = 135 lb 10 ft 70° 30° A y
The resultant of the four forces is 1000 lbs in the direction 30 degree west of north. Three of the forces are 500 lbs, 60 degrees north of east; 300 lbs south and 400 lbs 53 degree west of south. Find the rectangular components of the fourth force.. A. Fx = - 320 1lbs, Fy = - 240Ibs B. Fx=-500lbs, Fy=8661lbs C. Fx = - 250 lbs, Fy 433 lbs D. Fx = - 430 lbs, Fy = 973 lbs
Two forces. F, and F2 of magnitude 60 and 70 pounds, respectively, act on an object. The direction of F, is N40°E and the direction of F2 is N40°W. Find the magnitude and the direction angle of the resultant force Express the direction angle to the niris tenth of a degree O A. F 92 20: 0= 80° OB. FI 94 63. 0= 87 2° OC. IFI-99 79; 0=937° O D. F|=92.20: 0= 89 4° Click to select your answer. DELL delete insert home F11 end prt sc F10 F12 F9 F8 F7 DII F4 F6 nurc FS F3 backspace lo esc F2 F1 // & #3 7 3. 4 1 T Y K * 00
The force F has a magnitude of 600 Ib and acts along the line AM where M is the midpoint of the vertical side OB of the parallelepiped. Express Fas its magnitude times the appropriate unit vector and then determine its x-, y-, and z-scalar components. |18" M F = 600 lb !! A 12" 15" Answers: Vector F= (600 Ib)( i i+ i j+ i k) Scalar components Fx i Ib Fy = i Ib E. = Ib
Determine the rectangular components of the given force F=55N e = 55° Fx = 31.54N, Fy= 45.05N Fx = 31.54N, Fy= -45.05N Fx = -31.54N, Fy= -45.05N Fx = -31.54N, Fy3D45.05N O
Find angle between two unit vectors A and B. A = 10i-3j-15k; B = 13i-5j+3k
A force of magnitude 100 N is directed 30 deg. above the positive x axis and a second force of magnitude 200N is directed 60 deg. above the positive x-axis. Determine the magnitude of the resultant force.
Three dogs are fighting over a bone. One is pulling to the left with a force of 20N, another to the right with a force of 35N and the third upward with a force of 15N. What is the net force on the bone? This is a multiple-select problem: You must select a magnitude for the force and an angle for the force.
Determine the magnitude and coordinate angles of the resultant force acting at A. dAB dac R in vector form 4 | A 0y 0z 600 В Fc = 750 2.5 4 3.
If the magnitude of the resultant force is 3100 N, directed along the negative y axis, determine the magnitude of F and it's direction measured counterclockwise from the positive x axis. 55° 13/ 12 850 N 2000 N F = ?