A force F The angle of the incline is 0 = 30° and b is a constant which has the value 3.0 N/m3. Calculate Wforce, the work done by this force, Wgrav, the work done by gravity, and the final speed of the block, vs. when the box is pushed br pushes a 2.0-kg box initially at rest at r 0 up the smooth frictionless surface of an incline. up to x = 4.0 m. %3D (A) Wforce = 192 J, Wgrav = 39.2 J and vf = 15.2 m/s %3D (B) Wforce = 192 J, Wgrav - -39.2 J and vf = 12.4 m/s (C) Wforce = 192 J, Wgrav = -39.2 J and vf = 15.2 m/s %3D %3D 4.0 m (D) Wforce = 48 J, Wgrav = 39.2 J and vf = 9.3 m/s (E) Wforce 48 J, Wgrav = -39.2 J and vr %3D 9.3 m/s %3D (F) Wforce = 48 J, Wgrav = 39.2 J and vf = 12.4 m/s F(r) A block being Nıshed up an incline by a noriti
A force F The angle of the incline is 0 = 30° and b is a constant which has the value 3.0 N/m3. Calculate Wforce, the work done by this force, Wgrav, the work done by gravity, and the final speed of the block, vs. when the box is pushed br pushes a 2.0-kg box initially at rest at r 0 up the smooth frictionless surface of an incline. up to x = 4.0 m. %3D (A) Wforce = 192 J, Wgrav = 39.2 J and vf = 15.2 m/s %3D (B) Wforce = 192 J, Wgrav - -39.2 J and vf = 12.4 m/s (C) Wforce = 192 J, Wgrav = -39.2 J and vf = 15.2 m/s %3D %3D 4.0 m (D) Wforce = 48 J, Wgrav = 39.2 J and vf = 9.3 m/s (E) Wforce 48 J, Wgrav = -39.2 J and vr %3D 9.3 m/s %3D (F) Wforce = 48 J, Wgrav = 39.2 J and vf = 12.4 m/s F(r) A block being Nıshed up an incline by a noriti
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![A force F = bx pushes a 2.0-kg box initially at rest at r = 0 up the smooth frictionless surface of an incline.
The angle of the incline is 0 = 30° and b is a constant which has the value 3.0 N/m3. Calculate Wforce, the work
done by this force, Wgrav, the work done by gravity, and the final speed of the block, vf, when the box is pushed
|3D
up to x = 4.0 m.
(A) Wforce = 192 J, Wgrav
39.2 J and vf = 15.2 m/s
(B) Wforce = 192 J, Wgrav = -39.2 J and vf = 12.4 m/s
%3D
%3D
(C) Wforce = 192 J, Wgrav = -39.2 J and vf = 15.2 m/s
%3D
4.0 m
(D) Wforce
48 J, Wgrav = 39.2 J and vf =
%3D
9.3 m/s
(E) Wforce = 48 J, Wgrav = -39.2 J and vf
9.3 m/s
(F) Wforce = 48 J, Wgrav =
%3D
39.2 J and vf = 12.4 m/s
F(x)
A block being INished up an incline by a
position-dependent force.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fa7490bd9-e0f2-4b79-93ee-58f1abe77868%2F07f3d4e4-0c93-4970-8768-ec326cea1a21%2Fwuayncq_processed.jpeg&w=3840&q=75)
Transcribed Image Text:A force F = bx pushes a 2.0-kg box initially at rest at r = 0 up the smooth frictionless surface of an incline.
The angle of the incline is 0 = 30° and b is a constant which has the value 3.0 N/m3. Calculate Wforce, the work
done by this force, Wgrav, the work done by gravity, and the final speed of the block, vf, when the box is pushed
|3D
up to x = 4.0 m.
(A) Wforce = 192 J, Wgrav
39.2 J and vf = 15.2 m/s
(B) Wforce = 192 J, Wgrav = -39.2 J and vf = 12.4 m/s
%3D
%3D
(C) Wforce = 192 J, Wgrav = -39.2 J and vf = 15.2 m/s
%3D
4.0 m
(D) Wforce
48 J, Wgrav = 39.2 J and vf =
%3D
9.3 m/s
(E) Wforce = 48 J, Wgrav = -39.2 J and vf
9.3 m/s
(F) Wforce = 48 J, Wgrav =
%3D
39.2 J and vf = 12.4 m/s
F(x)
A block being INished up an incline by a
position-dependent force.
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