Case A: araldal ase Data Sheet: Vector Addition - Static Equilibrium polar coordinates magnitude direction (degrees) 155 Cartesian coordinates y-comp (grams) x-comp (grams) 20 (grams) F1 - 18. I 8.5 F2 40 38.6 10.4 106 210 -91.8 - 53 resultant 79 ఇ0క - 71.3 - 34.1 79 75 78 from calculation 205 equilibrant from graph 25 28 from force table Case B: Cartesian coordinates polar coordinates magnitude (grams) 80 y-comp (grams) - 56.6 direction x-comp (degrees) (grams) F1 315 56.6 F2 135 192 - 132.0 -28.1 F3 140 90.0 107.2 resultant 26.8 57 14.6 22.5 237 232 from calculation 26.8 24 32 equilibrant from graph from force table HS polar coordinates magnitude direction x-comp (grams) 85 Cartesian coordinates Case C: y-comp (degrees) (grams) -37.3 76.4 -19.9 44.6 12.6 (grams) 116 F1 175 1.74 -40.1 38 F2 60 318 Fs resultant 40 108 40 28,8 from calculation 41 297 from graph equilibrant from force table 400 105°

Case A: araldal ase Data Sheet: Vector Addition - Static Equilibrium polar coordinates magnitude direction (degrees) 155 Cartesian coordinates y-comp (grams) x-comp (grams) 20 (grams) F1 - 18. I 8.5 F2 40 38.6 10.4 106 210 -91.8 - 53 resultant 79 ఇ0క - 71.3 - 34.1 79 75 78 from calculation 205 equilibrant from graph 25 28 from force table Case B: Cartesian coordinates polar coordinates magnitude (grams) 80 y-comp (grams) - 56.6 direction x-comp (degrees) (grams) F1 315 56.6 F2 135 192 - 132.0 -28.1 F3 140 90.0 107.2 resultant 26.8 57 14.6 22.5 237 232 from calculation 26.8 24 32 equilibrant from graph from force table HS polar coordinates magnitude direction x-comp (grams) 85 Cartesian coordinates Case C: y-comp (degrees) (grams) -37.3 76.4 -19.9 44.6 12.6 (grams) 116 F1 175 1.74 -40.1 38 F2 60 318 Fs resultant 40 108 40 28,8 from calculation 41 297 from graph equilibrant from force table 400 105°

Name: Explain in words why the equilibrant vector is equal in magnitude and
Uploaded: 2024-03-20T06:56:46.000Z
Channel: Bartleby
Description: Explain in words why the equilibrant vector is equal in magnitude and opposite in direction to the vector which represents the resultant of the first three forces in each case, in other words why Ex = -Rx and Ey = -Ry Case A: araldal aseData Sheet: V

Glencoe Physics: Principles and Problems, Student Edition

1st Edition

ISBN:9780078807213

Author:Paul W. Zitzewitz

Publisher:Paul W. Zitzewitz

Chapter5: Displacement And Force In Two Dimensions

Section: Chapter Questions

Problem 6STP

See similar textbooks

Similar questions

What do vectors and scalars have in common? How do they differ?
If a force is applied with a magnitude of 200 N at 30 degrees above the horizontal, what are the horizontal and vertical components of this force? Group of answer choices Fa,h= 136.667 N Fa,v= 87.334 N Fa,h= 200 N Fa,v= 200 N Fa,h= 173.2 N Fa,v= 100 N Fa,h= 150 n Fa,v= 50 N
Why is the j-unit vector component negative?
Assume the three force vectors interest at a single point. P1= i + 3j + 4kP2= 2i + 7j - kP3= -i + 4j + 2kWhat is the magnitude of the resultant force vector, R?
Three concurrent forces have magnitudes of 40, 60, and 50 N, respectively. Determine the smallest angle among them that will produce a state of equilibrium. a. 44.1o b. 4.14o c. 14.4o d. 41.4o
Need some assistance with this. l = 1.95 mm. w= 1.89 mm. h= 5.82 m. Coordinates for Point A is A(2,2,2)m Coordinates for Point D is D(2.25,2.5,0)m Force F acts along EA, (Magnitude is 55N) Force P acTS along AD 1. What is force F in Cartesian Vector form. (Fx, Fy, Fz) 2. If we are calculating the moment that Force F creates about point B, WHAT vectors will be used ? 3. If we are calculating the moment that Force P creates about point B , WHAT vectors will be used ?
Make an expression for calculating the projection of the force F on the axis Oy
Show that when A⃗ +B⃗ =C⃗ A→+B→=C→, then C2=A2+B2+2ABcosφC2=A2+B2+2ABcosφ, where φφ is the angle between vectors A⃗ A→ and B⃗ B→.
Why can't vectors be added algebrically?
Is a single isolated force possible in nature? Why? Why not? Explain?
What is the x component of the resultant force? What is the y component of the resultant force?
I'm just starting out in physics and I don't really understand exactly what they're asking. How can the y-component be zero? I'm not good with vectors.