could you solve the question which is photograph uploaded in the below 475476Chapter 15 Oscillatory Motionthe speed6.00 cmme inter0 to xfrom rest from this stretched position, and it subse-quently undergoes simple harmonic oscillations. Find(a) the force constant of the spring, (b) the frequencyof the oscillations, and (c) the maximum speed of theobject. (d) Where does this maximum speed occur?(e) Find the maximum acceleration of the object.(f) Where does the maximum acceleration occur?(g) Find the total energy of the oscillating system.friction that would allow the block to reach tlibrium position?32. A 326-g object is attached to a spring and execAMT ple harmonic motion with a period of 0.256total energy of the system is 5.83 J, find (a)mum speed of the object, (b) the force consspring, and (c) the amplitude of the motion.a hang-tendingsibrating.period?object when its position is equal to one-third the max-imum value.n 15.4 Comparing Simple Harmonic Motionwith i iform Circular Motionyou can33. W ile driving behind a car travel-in at 3.00 m/s, you notice that oneButorw-speedo a brickg with a3.16 cmwd of theenergy isact with29. A simple harmonic oscillator of amplitude A has atotal energy E. Determine (a) the kinetic energy and(b) the potential energy when the position is one-thirdthe amplitude. (c) For what values of the position doesthe kinetic energy equal one-half the potential energy?(d) Are there any values of the position where thekinetic energy is greater than the maximum potentialenergy? Explain.30. Review. A 65.0-kg bungee jumper steps off a bridgeGP with a light bungee cord tied to her body and to theof he car's tires has a small hemi-spl rical bump on its rim as shownin gure P15.33. (a) Explain why thebu p, from your viewpoint behindthe car, executes simple harmonicme ion. (b) If the radii of the car'stin are 0.300 m, what is the bump'spe od of oscillation?Sectio 15.5 The Pendulumched length of the cord is 11.0 m.wing anderiod ofoJ. Findhe anpli-The jumper reaches the bottom v--below the bridge before bouncing back. We wish tofind the time interval between her leaving the bridgeand her arriving at the bottom of her motion.Her overall motion can be separated into an 11.0-mfree fall and a 25.0-m section of simple harmonicoscillation. (a) For the free-fall part, what is theappropriate analysis model to describe her motion?(b) For what time interval is she in free fall? (c) Forthe simple harmonic oscillation part of the plunge, isolem 68 in Chapter 1 can also be assigsection.34. A "seconds pendulum" is one that mequilibrium position once each seconethe pendulum is precisely 2 s.) The lependulum is 0.992 7 m at Tokyo, Japaat Cambridge, England. What is thesfall accelerations at these two locationmyle harWhen then and35. A simple pendulum makes 120 comp3.00 min at a location where g-9.8Tihe pendulum and (b) itsof ths bungee jumper, the spring, and the

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Description: could you solve the question which is photograph uploaded in the below 475476Chapter 15 Oscillatory Motionthe speed6.00 cmme inter0 to xfrom rest from this stretched position, and it subse-quently undergoes simple harmonic oscillations. Find(a) the f

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could you solve the question which is photograph uploaded in the below 475476Chapter 15 Oscillatory Motionthe speed6.00 cmme inter0 to xfrom rest from this stretched position, and it subse-quently undergoes simple harmonic oscillations. Find(a) the force constant of the spring, (b) the frequencyof the oscillations, and (c) the maximum speed of theobject. (d) Where does this maximum speed occur?(e) Find the maximum acceleration of the object.(f) Where does the maximum acceleration occur?(g) Find the total energy of the oscillating system.friction that would allow the block to reach tlibrium position?32. A 326-g object is attached to a spring and execAMT ple harmonic motion with a period of 0.256total energy of the system is 5.83 J, find (a)mum speed of the object, (b) the force consspring, and (c) the amplitude of the motion.a hang-tendingsibrating.period?object when its position is equal to one-third the max-imum value.n 15.4 Comparing Simple Harmonic Motionwith i iform Circular Motionyou can33. W ile driving behind a car travel-in at 3.00 m/s, you notice that oneButorw-speedo a brickg with a3.16 cmwd of theenergy isact with29. A simple harmonic oscillator of amplitude A has atotal energy E. Determine (a) the kinetic energy and(b) the potential energy when the position is one-thirdthe amplitude. (c) For what values of the position doesthe kinetic energy equal one-half the potential energy?(d) Are there any values of the position where thekinetic energy is greater than the maximum potentialenergy? Explain.30. Review. A 65.0-kg bungee jumper steps off a bridgeGP with a light bungee cord tied to her body and to theof he car's tires has a small hemi-spl rical bump on its rim as shownin gure P15.33. (a) Explain why thebu p, from your viewpoint behindthe car, executes simple harmonicme ion. (b) If the radii of the car'stin are 0.300 m, what is the bump'spe od of oscillation?Sectio 15.5 The Pendulumched length of the cord is 11.0 m.wing anderiod ofoJ. Findhe anpli-The jumper reaches the bottom v--below the bridge before bouncing back. We wish tofind the time interval between her leaving the bridgeand her arriving at the bottom of her motion.Her overall motion can be separated into an 11.0-mfree fall and a 25.0-m section of simple harmonicoscillation. (a) For the free-fall part, what is theappropriate analysis model to describe her motion?(b) For what time interval is she in free fall? (c) Forthe simple harmonic oscillation part of the plunge, isolem 68 in Chapter 1 can also be assigsection.34. A &#34;seconds pendulum&#34; is one that mequilibrium position once each seconethe pendulum is precisely 2 s.) The lependulum is 0.992 7 m at Tokyo, Japaat Cambridge, England. What is thesfall accelerations at these two locationmyle harWhen then and35. A simple pendulum makes 120 comp3.00 min at a location where g-9.8Tihe pendulum and (b) itsof ths bungee jumper, the spring, and the

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