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A box **of mass** equal to 1.00 kg is given a quick push (the box **starts** **from rest** ) by a ramp inclined at an angle of 30 ° with respect to the horizontal, using a spring mechanism (ideal) **constant** of spring k = 4000 N / **m** , initially compressed a length of 0.100 **m** ..

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The motorcycle first takes the lead because its (**constant**) acceleration am 8.40 m/s2 is greater than the car's (**constant**) acceleration ac 5.60 m/s2, but it soon loses to the car because it reaches its greatest speed vm 58.8 **m/s** before the car reaches its greatest speed vc 106 **m/s**. How long does the car take to reach the motorcycle?.

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184. A particle **starts from rest** and moves in circle with **constant** angular acceleration of 8π rad/sec 2, it will reach a speed of 56π rad/ sec after: 15 sec 20 sec 7π sec ⚫7.0 sec. 7. 0 sec. 185. An automobile, whose speed is increasing at a rate of 6 **m** /s 2, travels along a circular road of radius 10m, when the instantaneous speed of the.

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Find the **power** if the opposing frictional force is 100 N. Now, suppose after travelling a distance of 200 **m**, this car collides with another stationary car B of same **mass** and comes to **rest**. Let its engine also stop at the same time. Now car B **starts** moving on the same level road without getting its engine started.

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We set this equal to the fundamental equation, force (F) equals **mass** (**m**) multiplied by acceleration (**a**). We know that the acceleration due to gravity is equal to 9.8 **m/s** 2, the Gravitational **constant** (G) is 6.673 × 10 −11 Nm 2 /kg 2, the radius of the Earth is 6.37 × 10 6 **m**, and **mass** cancels out. N+ma0 sin37º 5 ma0. A **constant** force acting on a **body** **of** **mass** 3.0 kg changes its speed from 2.0 **m** s-1 to 3.5 **m** s-1 in 25 s. ... ∴ Total distance = S 1 + S 2 = 50000 **m**. Question 11. A truck **starts** **from** **rest** and accelerates uniformly at 2.0 **m** s-2. ... Let a force F act on a **body** **of** **mass** **'m'** for a short interval of time't'. Potential.

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May 02, 2018 · Q 37 **A body of mass m starts from rest with a constant power** If velocity of the **body** at displacement s is v, then the correct relation is (1) s ∝ v (2) s ∝ v2 (3) s ∝ v3 (4) s ∝ v4 - Physics - Work Energy And **Power**.

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- The SI units for the spring
**constant**is N/m. The larger the spring**constant**, the stiffer the spring. ... An object with**mass****m**is at**rest**at time t = 0. It falls under the influence of gravity through a distance h (see Figure 7.11). ... We can also express the**power**delivered to a**body**in terms of the force that acts on the**body**and its ... - There are no motors used to
**power**it during the ride. Starting from**rest**, it simply descends down a steep hill, and converts the (stored) gravitational potential energy into kinetic energy, by gaining speed. ... Then, where**m**is the**mass****of**the roller coaster, and g is the acceleration due to gravity, which equals 9.8**m/s**2 on earth's surface. - In 1905, Albert Einstein proposed a theory that stated that
**mass**and energy are equivalent. It meant that the law of conservation of energy (it says that the sum of potential energy and kinetic energy of a**body**is**constant**) and the law of conservation of**mass**are in fact the same. Also, Einstein stated that even a particle in**rest**has some energy, called its**rest**energy. - (b) Let the
**body****of****mass****m**at height h above the ground starting from**rest**, be falling freely. Total energy of the**body**at height h = mgh (PE) + 0 (KE) = mgh After the**body**has fallen freely through a distance x (say), KE = mgh, PE = mg (h -x) Total energy = KE + PE = mgh + mg (h - x) = mgh When it reaches the ground KE =1/2 m.2gh = mgh - A box
**of mass**equal to 1.00 kg is given a quick push (the box**starts from rest**) by a ramp inclined at an angle of 30 ° with respect to the horizontal, using a spring mechanism (ideal)**constant**of spring k = 4000 N /**m**, initially compressed a length of 0.100**m**.