


Given: Uso kao To fps Empo 1300 K=5 lblin. WA10165 WB = 15165 Find: a) the...
please solce for when e=0
Given: UAO =l0fps 20.8 K:5 16/in. ez! WA: 1016s plantes Wsz 15168 izo Find: a) the max compression of the spring b) max height reached by A at the rebound c) Energy lost due to the collision Do this for e=0
5 The values of the spin only magnetic moments (uso)of several complexes are given below. Show how these values of uso are consistent with the structure of each complex (a) uso 2.83 for [Ni(OH2)6]2 (b) uso 0 for [Ni(CO)4 1.73 for [Cu(NH3)6]2 (d)uso 3.88 for [Co(OH2)6]2 (c) uso (e) so 5.92 for [Fe(OH2)e]* and [Mn(Br)4]2
5 The values of the spin only magnetic moments (uso)of several complexes are given below. Show how these values of uso are consistent with the structure of each complex. (a) uso = 2.83 for [Ni(OH2)]2+ (b) uso = 0 for [Ni(CO)4] (c) uso = 1.73 for [Cu(NH3)6]2+ (d) uso = 3.88 for [Co(OH2).]2+ (e) uso = 5.92 for [Fe(OH2)6]3+ and [Mn(Br)4]?-
5 The values of the spin only magnetic moments (uso)of several complexes are given below. Show how these values of uso are consistent with the structure of each complex. (a) uso = 2.83 for [Ni(OH2).]2+ (b) uso = 0 for [Ni(CO)4] (c) Mso = 1.73 for [Cu(NH3)6]2+ (d) uso = 3.88 for (Co(OH2)6]2 (e) uso = 5.92 for [Fe(OHz)o]** and [Mn(Br)]2
3. An 8.50 kg block is held at a height H1 = 7.50 m. The block is released and lands on a spring whose initial height before the collision is H2 = 3.00 m. The spring has a spring constant of 1.50x103 N/m. (Ignore the size of the block.) a. Use Conservation of Energy to find the speed of the block just before it touches the spring. (5) b. Find the maximum compression of the spring. (20) c. Find the...
Block A of mass, mA = 1.7 kg is shot from a spring device of spring constant, k = 700 N/m along a frictionless horizontal surface. The initial compression of the spring is 0.300 m. The shot makes the block rise to another horizontal level at a height h= 1m above the first. On this horizontal it collides with another stationary block B of mass mB = 3.5 kg. The blocks stick together and encounter a rough surface. The blocks...
Please report your answer to 2 significant figures. As shown below, a block of mass m = 0.37 kg is initially at rest on a frictionless inclined plane at height = 5m and pressed against a spring so that the spring is compressed by an amount x = 2.7 m. Using conservation of mechanical energy, please find the speed of the block after it has lost contact with the spring and has reached a height he = 14 m. The...
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and 9
ull tle D1ek and surface is 0.20. but the energy equation between the point when first released and the moment the block hits the spring. Write out the energy equation between the points when first m = 2.00 kg b. released and when the spring is at maximum compression. c. If t, is small enough, the block will rebound back up the incline 2 meters past the unstretched spring. Write out the energy equation between the points...
1 Warm-Up Questions 1 A block of mass m = 3 kg is dropped from the top of a half-pipe (half-circle) of radius R = 2 m starting from rest. The surface of the incline does have friction. If the block comes to rest at half of its initial height, how much work was done by friction? Work: 2 Initially, a ball of mass 0.4 kg is compressed by a spring, with spring constant k = 980 N/m, by a...
1. A 185 g cart is given a quick push up a frictionless incline, giving it an initial velocity of 1.45 m/s. The incline is at an angle of 10.0 to the horizontal. You must show your work to get full credit for this problem. a) What is the cart's initial kinetic energy, i.e. when it leaves the launcher? KE =mv eay @ztty =C85k9)(145s) = .1343 b) What is the cart's change in kinetic energy (Kr-Ko) from the launch point...