College Physics
11th Edition
ISBN: 9781305952300
Author: Raymond A. Serway, Chris Vuille
Publisher: Cengage Learning
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- E7P7arrow_forwardA proton is released from rest at x=2m in the potential shown. What does the proton do immediately after being released? V (V) 50 - x (m) 1 3 -50 Move to the right with increasing speed. Move to the left with increasing speed. Stay at x=2m. Move to the right with constant speed. Move to the left with constant speed. 2.arrow_forwardFind the force vector F on an object of mass m the uniform gravitational field when it is at height z = 0. The +z direction is up. Express vector force in terms of m, z. g. and k, where k is the unit vector in the +z direction. To create the k character: In the equation editor window, select "More", then select "Vectors", and you will find what you need. To write out a vector: for example, if the answer has both x and y components, you would answer in the format Fi + Fj F(z) = -mgk Now find the gravitational potential energy U(z) of the object when it is at an arbitrary height z. Take zero potential to be at position z=0. Keep in mind that the potential energy is a scalar, not a vector. Express U(z) in terms of m. z. and g. U(2)= In what direction does the object accelerate when released with initial velocity upward? downward Oupward or downward depending on the initial mass m. upward or downward depending on the initial velocity upward Now consider the analogous case of a particle…arrow_forward
- A charged dust speck with mass, m = 4.1 g, loses 24 mJ of kinetic energy as it moves aross an electric potential, AV = -121 V. (a) How much work was done on the dust speck? Wnet = -24 mJ (b) What was the change in the dust speck's electric potential energy change, assuming that Wnet = WĘ? AU = |24 mJ (c) Find the charge on the dust speck. 24e-3 -121 Q = = -198.3 HC (d) What was the dust speck's final kinetic energy if it was initially moving at a speed of 4.19 m/s? Kf = (e) So, how fast was it after crossing the potential differene? Vf = m/sarrow_forwardHow much work must you do to move an electron from A to B? The rectangle is 19.5 cm high and 31.6 cm wide. Remember that negative work means that we can get work out of the process.arrow_forwardNext to the locations A, B, C, D, E, F, and G is the electric potential at that spot В measured with respect to the location A. (8 v) Below are described different amounts of charge, positive and negative, that are G (-3v) moved from one location to another. The potential at each location is held constant A (o v) at the values in the figure. Find the net change in the electric potential energy for D (10 v) each amount of charge listed. F E Answer Bank OJ -1 J 1 J -2 J 2 J -3 J 3 J -4 J 4 J -5 J 5 J -6 J 6 J -7 J 7 J -8 J 8 J -9 J 9 J -10 J 10 J -13 J 13 J -16 J 16 J +1 coulomb moved from A to B: -1 coulomb moved from B to C: +2 coulombs moved from D to C: -2 coulombs moved from G to A: +1 coulomb moved from E to G: -4 coulombs moved from E to F: +3 coulombs moved from B to F: -3 coulombs moved from A to G: +2 coulombs moved from C to A to E: -1 coulomb moved from B to G to F:arrow_forward
- Rank the potential energies of the four systems of particles shown in the figure below from largest to smallest. Include equalities if appropriate. (Use only ">" or "=" symbols. Do not include any parentheses around the letters or symbols.)arrow_forward€1=15.0 4 |1=1.00 A MM Gelison R₂ = 200 [=100m E2= {3 = ₁ R₁ = 5,000 un 4.00 R = R₂ 1,00d 2.00 A @What is E₂ = 1 What is E3 = Wy what is the potential 0,5pts difference of brebtive to pont a (V₂a) ?arrow_forwardThe electric potential in a region of space is V(r⃗ )=Ar3V(r→)=Ar3, with AA a constant. How much work does the electric force perform on a particle with charge qq when the particle is moved from the point r⃗ a=i^+j^+k^(m)r→a=i^+j^+k^(m) to r⃗ b=−2k^(m)r→b=−2k^(m)?arrow_forward
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