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crimeas [40]
4 years ago
8

An object in space is initially stationary relative to the Earth. Then, a force begins acting on the object, starting with a for

ce of 0 N, and increasing at a uniform rate until the magnitude of the force is 36 N after the force has acted for 35 s. The body has a mass of 10 kg. What is the speed of the object at 35 s?1. 4.4 m/s2. 8.8 m/s3. 11458.3 m/s4. 2750 m/s5. Insufficient information to answer6. 22916.7 m/s7. 110 m/s8. 5500 m/s9. 220 m/s
Physics
1 answer:
11111nata11111 [884]4 years ago
8 0

Answer:

v_f =63 m/s

Explanation:

given,

starting force = 0 N

uniform rate increase to 36 N

time of action of Force = 35 s

mass of the body = 10 Kg

Speed of the object = ?

From the given data

if we plot F-t curve  we will get a triangular shape

we know,

Impulse = Area between F-t curve

            = (1/2) x base x height

             = 0.5 x 35 x 36

             = 630 N.s

now use Impulse-momentum theorem

Impulse = change in momentum

630 = 10 x (v_f - vi)

630 = 10 x (v_f - 0)

v_f =63 m/s

Speed of the object at 35 sec is equal to v_f =63 m/s

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A car travels 10.0 m/s. What is its velocity in km/h?
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3 years ago
a 2.4*10^2 N force is pulling an 85 kg refrigerator across a horizontal surface. the force acts at an angle of 20.0 above the su
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Answer:

a) The work done by pulling force, W = 1804.21 joules

b) The work done by the kinetic frictional force is, w = 1332.8 J

Explanation:

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The pulling force, Fₐ = 2.4 x 10² newton

The mass of the refrigerator, m = 85 Kg

The angle of pulling force acting to the surface, ∅ = 20°

The coefficient of kinetic friction is, μₓ = 0.200

The distance covered by the refrigerator, s = 8 m

The force acting in the direction parallel to the surface is given by

                                      F = Fₐ cos∅

∴                                     F = 2.4 x 10² x cos 20°

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The work done by the pulling force is given by

                                  W = F · S

                                       = 225.53 N x 8 m

                                       = 1804.21 joules

The work done by the pulling force, W = 1804.21 joules

The kinetic friction force is given by the formula

                                  Fₓ = μₓ · η

Where

                              μₓ - coeficient of kinetic frictoin

                              η - Normal force, (mg)

∴                             Fₓ = 0.200 x 85 x 9.8

                                   =  166.6 N

The work done by the kinetic frictional force is given by

                                 w = Fₓ · S

                                     = 166.6 N x 8 m

                                     = 1332.8 J

Hence, the work done by the kinetic frictional force is, w = 1332.8 J

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