The time for one cycle of r ;4f6d w 7jsc1qujq3fa periodic process is called the

  For a periodic process, the number of cycles per unit tln fefe oa-9(z:)vcg3 ime is called the

  For vibrational motion, the maximum displacement from the equi *bi *otjfp;(sluz3x3librium point is call3sitzlb3o( *ufp x ;*jed the

  A mass on a spring undergoe;;pq jn* hwj3 sx1/ blt9mvvi -jzpi)7s SHM. When the mass is at its maximum displacement from equilibrium, its instantanx)jw nt;qjppji3z*h;-mli 7/b9vv1s eous velocity

  A mass on a spring undergoes SHM. When the mass passes through the equilibrium/lebav f3 , ya)jz*vo5 position, itsa5alv 3/jfz bov*,)ye instantaneous velocity

  A mass on a spring undergoes SHM. When the mass isq* l9 tf;03pohu ez6wv,ofu)p at maximum displacement from equifpew utz;u*fq 9o l,p63) 0vohlibrium, its instantaneous acceleration

  A mass is attached to a vertical spring and b1phos 9ag)6go obs up and down between points A and B. Where is the mass located when its kinetic ener9g 1oghpsa o6)gy is a minimum?

  A mass is attached to a vertical spring and bobs up and down betwee 4 zp*tffb** rv6tfk*sn points A and B. Where is the mass located when its kinet*sr*f tvbf*4fpz6k *tic energy is a maximum?

  A mass is attached to a vertical spring and bobs up and down betweent,,6r lx/vxri points A and B. Where is the mass located when its potentia ix,xt6l/r ,vrl energy is a minimum?

  A mass is attached to a vertical spring and bobs up and down between points A anbl .b:vxk3 4qe uak7 3nxe6w0od B. Where is the mass located wheek l6k7bo: q4u3e w0anbv3.xxn its potential energy is a maximum?

  Doubling only the amplitude of a vibrating mass-and-spring system produce3 h1pw 9x2ccvrs what effect on thexh19c3pwvr c 2 system's mechanical energy?

  Doubling only the mass of a vibrating mass-and-spring system produces what 8o zf2rk(u k.czmmr 7,oat ,7geffect on the system's mecha oaf c7z,.rrg7zku, mom(8k2tnical energy?

  Doubling only the spring constan (n73dhcpszmtg4p/r70h w 5bx t of a vibrating mass-and-spring system produces what effect on the system's mechanical ene7zw h04x 7 pd5pt(3mnhrcgs/ brgy?

  A mass oscillates on the end of a spring, both on Earth and on 9;ui;a 4quyin the Moon. Where is the period the;uu9i nqi4;ay greatest?

  Increasing the spring constant k of a mass-and-spriyl :lnfhep 74 b8cmi:8ng system causes what kind of change in the resonant frminh7f y:l e:cl8pb84 equency of the system? (Assume no change in the system's mass m.)

  Increasing the mass M of a mass-and-spring system causes what kind oy;lez*9r,z;z,,drui1y y0d utv x-tt f change in the resonau;1eyr tzdyrl z i-;txy z*d,,uv09,tnt frequency of the system? (Assume no change in the system's spring constant k.)

  Increasing the amplitude of a mass-and-spring system x2(lp g1k5a nfcauses what kind of change in a2kxglf(pn51 the resonant frequency of the system? (Assume no other changes in the system.)

  A mass $m$ hanging on a spring has a natural frequency f. If the mass is increased to $4m$, what is the new natural frequency?

  A simple pendulum consists of a mass M attac-gqyi9h+x8uc hed to a weightless string of length L. For this sc 8hiygxu-+q9 ystem, when undergoing small oscillations

  When the mass of a simple pendulum is tripled, the time required for oye ,xnilw/i4z79gtr()fuq q (ne complete vibrazrw()q4 i(/uyei gf,7qt9xln tion

  Both pendulum A and B are 3.0 m long. The period ooy+dn0h4zt *hf A is T. Pendulum A is twice as heavy as pendulum B. What i hzh40dy otn+*s the period of B?

  When the length of a simple pd p.omv6mf sq54 pq-a3hwq o*.inl:: mendulum is tripled, the time for one complete vibration incrm4v5.n: wsppa mqf 3q hqo*dm-oi6.:l eases by a factor of

  What happens to a simple pendulum's frequency if both its length and s,rfo5,z5l st mass are incsrof5s l,z,5treased?

  Simple pendulum A swings back and forth at tw.p er+vk/r1vng g-te,ice the frequency of simple pendulum B. g1pe grvtrek/ v+-,n.Which statement is correct?

  If you take a given pendulum to the Moon, where te8 byf2): c*v* icagwwhe acceleration of gravity is less than on Earth, the resonant frequency of th*e f2 *:cy bvgaw8c)wie pendulum will

  Curve A in Fig. 11-1 repr4h7z n( 13bhycb n4renesents

  Curve B in Fig. 11-1 -ih fyz81c xp.f +.ybrrepresents

  Curve C in Fig. 11-1 represenidp/07 he 6avets

  For a forced vibration, the amplitude of vibration is found to depx oqe 61eba49pend on the

  In a wave, the maximum displacement of points of the wave from equilibrium is cav v1v laq7:age;p0ae t,38-edo(kvx hlled the wah gvve:p 7a ;-q edvev 3,1(kat8olx0ave's

  The distance between successi0s caw(oew281-uycdw ve crests on a wave is called the wave's

  The number of crests of a wave passing a point per unit timei5 n9wv8fl)z e is called the wave'f zv l)win859es

  For a wave, the frequency times the wavelength is the wave'r; v50bo zs8wys

  The frequency of a wave increasxvlv2v 0,8hi u7 kwfy-j3x g6res. What happens to the distance between successive crests if the speed remains const6 7l xrjvuvvwfxi02 -3kgh8y,ant?

  A wave moves on a string with wavelength l and freqi 7x8-mly sz(luency f. A second wave on the same string has wavelength 2l and travels with the same vlxl sy -7zmi8(elocity. What is the frequency of the second wave?

  Consider a traveling wave on a string ofaus hk(2flrx 1cib7-h fe2t5, length L, mass M, and tension T. A standing wave is set up. Which of the2selh ta(15uhfix f -72br,kc following is true?

  A string of mass m and length L is under k 5,zolzlm;4( 8 c2nq b.rribetension T. The speed of a wave in the string is v. What will be the speed of a wave in zi42q5krr ozlm cb, n8(el ;.bthe string if the mass of the string is increased to 2m, with no change in length?

  A string of mass m and length L is under tension T. The speedo*0f. o dnmr/ 1gbn5wy of a wave in the string is v. What will be the speed of a wave in the string if the length is incrdo nn1w5/fb* mg0r.yoeased to 2L, with no change in mass?

  A string of mass m andf q lnnl(67at: length L is under tension T. The speed of a wave in the string is v. What will be the speed of a wave in t6 lql(fta:7 nnhe string if the tension is increased to 2T?

  In seismology, the S wave is a transverse wave. As an S wave travels t-d) qtjbay i-5hl)b.yhrough the Eartyb-) ).h5ty-lb djqa ih, the relative motion between the S wave and the particles is

  In seismology, the P wave is a lo iugh .zf y*lkfh8j8mf4j/b(*ngitudinal wave. As a P wave travels through the Earth, the relativefg*( hb88uiy4hjzkmflj/.f* motion between the P wave and the particles is

  The intensity of a wmv6 n(q0vtog,9thp yn/;cw h 6ave is

  A wave pulse traveling to the right along a thin cord reaches)y8 ,8sxq75 vflefvh q a discontinuity where the rope becomes thicker and heavier. What is the orientation of the reflected and qvf8h l7)q,s8exvy5f transmitted pulses?

  Two wave pulses with equal positive amplitu4i f( s/t4 t+n;cjbmendes pass each other on a string, one is traveling toward the right and the other toward the left. At the point that they occupy the same region of sp /i tj(c;sfben4+ t4nmace at the same time

  Two wave pulses pass each other on edd0f25yi/oiwbi kt :m 9/1wb a string. The one traveling toward the right has a positivd0tb bwkd1y/2 f w/:i9mioi5ee amplitude, while the one traveling toward the left has an equal amplitude in the negative direction. At the point that they occupy the same region of space at the same time

  Resonance in a system, such as a string fixed at both ends, occurs whexx.- kzyelwl 30:l a -y/b;ytzn

  If one doubles the tension in a violin string, the fundamental freqh2m t+*zcd7la .qjl7f-w c,9pv;rscwuency of that string will in2m* wrccclq; p 7fh,+vls-atd. zw7j9crease by a factor of

  What is the spring constant of a spring that stretches 2.0m;z*spn,5pnxji 2(bsk h*/ . wo3k clf)kjix*0 cm when a mass of 0.600 kg ix5pn)kf,w ji.3kli*om (p/ssz nxb 2* *jhc;ks suspended from it?

  A mass is attached to a spring of spring constant 60 N/m along a hor2noo 1m5cede3s(m(s7y5 oisf6 ( mbm fizontal, frictionless surface. The spring is initially stretched by a force of 5.0 N on the mass and let go. It takes the mass 0.50 s to go back to its equilibrium position when it is oscillating. What is the 3e (sif mf2 6nbsmd mo(5om(escyo715 amplitude?

  A mass is attached to a spring of spring constant 60 N/m aloncy njo++s /qtxav )allo ng )ccp:4+)0g a horizontal, frictionless surface. The spring is initially stretched by a force of 5.0 N on the mass ann+x+cgq sclc+0a:l) pvy at4o)/)nj od let go. It takes the mass 0.50 s to go back to its equilibrium position when it is oscillating. What is the period of oscillation?

  A mass is attached to a spring of spring constant 60 N/m along aj .ev,t66eegf horizontal, frictionless surface. The spring is initially stretched by a force of 5.0 N on the mass and let go. et6gjv6 f,e. e It takes the mass 0.50 s to go back to its equilibrium position when it is oscillating. What is the frequency of oscillation?

  A mass on a spring undergoes SHM. It goes through 10 complete oscillations in 5g b.ip; ka//zl.0 kba ig /pz./;ls. What is the period?

  A mass vibrates back and forth from the free end of an ideal sprik y*wjdaf,)h6+ t2xn nng of spring constant 20 N/m with an amplitude of 0.30 m. What is the kinetic energy of this vibrating*nxad6 ),yjk ntfh2+w mass when it is 0.30 m from its equilibrium position?

  A 0.50-kg mass is attached to a springord35ugt v; *4s0m4o:f rqyfn wt r6l( fn2kd; of spring constant 20 N/m along a horizontal, frictionless surface. The object okvdgs*;0dwf5:ou3 rfr4n qt r 2y on6(l4;tmfscillates in simple harmonic motion and has a speed of 1.5 m/s at the equilibrium position. What is the total energy of the system?

  A mass undergoes SHM with amplitude of 4 cm. The energy is 8.0 J ap5iptle r/uhpa:k7*w 64s iyn 4m-x0bt this time. The mass is cut in half, and the system is again set in motion with amplitude 4.0 cm. What is the energy of the system nowm6w 4khx sypbrp:i 57/t* i4eu-a p0nl?

  A 0.50-kg mass is attached to a spring of spring constant 20 N/m along alv 8mg8kj) wkn kg/16pjun+a6 horizontal, frictionless surface. The object 6lwm kn+)1nju/86kp8ak v jggoscillates in simple harmonic motion and has a speed of 1.5 m/s at the equilibrium position. What is the amplitude of vibration?

  A 0.50-kg mass is attached to a spring of spring constant )mi 9o.qd0 :+dnmmqqw20 N/m along a horizontal, frictionless surface. The object oscillates in simple harmonic motion and has a speed of 1.5 m/.o+imdnq9m )dq m:wq0 s at the equilibrium position. At what location are the kinetic energy and the potential energy the same?

  A 2.0-kg mass is attached to the end of a horibx(;n 3y :zvwjuq52hn*bw8 j 4su*jlezontal spring of spring constant 50 N/m and set into simple harmonic motion with an amplitude of 0.10 m. What is the total mechanical energy of this system?bvw4wuy5 *(un jnb :hxs32 e ljqz8j;*

  A 2.0-kg mass is attached to the torhd4qh14 jwb:x(6j8c f-a eend of a horizontal spring of spring constant 50 N/m and set into simple harmonic motion with an amplitude of 0.10 m. What is the total mechanical energy of this sy xjabo41td q hfeh8jw-(rc64: stem?

  A mass vibrates back anv m9ej1bus10 fd forth from the free end of an ideal spring of spring constant 20.0 N/m with an amplitude of 0.250 m. What is the9sv1f0bu em 1j maximum kinetic energy of this vibrating mass?

  The mass of a mass-and-spring 758( c r+rzdubgsi;a 5i+7rd q*gvgu6qgs 6bn system is displaced 10 cm from its equilibrium position and released. A frequency of 4.0 Hz is observed. What frequency would be observed if the mass had been displaced gv(q6 ;7 d+r5g85gg*rnirb+us bius7a c6dzqonly 5.0 cm and then released?

  A 4.0-kg object is attached to a spring of spring constant 10 N/m. The objecwmbk (w:22 q6o,ngvvst is d,ww62gnsvvkb om:2q (isplaced by
5.1 cm from the equilibrium position and let go. What is the period of vibration?

  A 4.0-kg object is attached to a spring of spring constant 10 N/m. The objectj3 cyyvh),l08;fa lh );e8k: cbswjn4 jy*qur is8k;)l34cj hq sa0yfc j ljr,u8 nw :*y)y;hebv displaced by
5.1 cm from the equilibrium position and let go. What is the frequency of vibration?

  A 2.0-kg mass is hung from a spring of spring constant vb 5 na1efm*t-eppnd .p7y: 1z18 N/m, displaced slightly from its equilibpea np17f z5t*:y-1nped .vbmrium position, and released. What is the frequency of its vibration?

  A mass is attached to a spring. It oscillates at a frequency of 1.27 Hz whei vlu 0.le/*oon displaced a distance of 2.0 cm from equilibrium and released. ou.*le/0 ilvo What is the maximum velocity attained by the mass?

  Two masses, A and B, are attached to differen v l 8stp.9pkv) (g(orlsmgrw71i /uc3t springs. Mass A vibrates with amplitude of 8.0 cm at a frequency of 10 Hz and mass B vibrates with amplitude of 5.0 cm at a frequency of 16 Hz. How does the maximum speed of A ulp)ck wlg(3sgv8(irs p o/rm v7t 9.1compare to the maximum speed of B?

  A 0.30-kg mass is suspended on a spring. In equilibrium theen hu-w8k*f r9 mass stretches the spring 2.0 cm downward. The mass is then pulled an additional distance of 1.0 cm down and released from rest. Calculate the period of oscillatiornefh-8 ku 9*wn.

  A 0.30-kg mass is suspended on a spring. In mh7 kf69rv3tk equilibrium the mass stretches the spring 2.0 cm downmr3ftvk 76 kh9ward. The mass is then pulled an additional distance of 1.0 cm down and released from rest. Calculate the total energy of the system.

  A 0.30-kg mass is suspendedwk: si6ync- g6 on a spring. In equilibrium the mass stretches the spring 2.0 cm downward. The mass is then pulled an addi6 yi k6:-gswnctional distance of 1.0 cm down and released from rest. Write down its equation of motion.

  An object in simple harmonic motion obeys the following position v;w di1s8xj7nc ersus time equatwi ;dn cjx18s7ion:
$y=0.50\sin (\pi /2\times t)$. What is the amplitude of vibration?

  An object in simple harmonic motion obeys the following position vpj 38ogfa/nty 8j.v+aersus time equation: n3y/to+8japa8g.jf v
$y=0.50\sin (\pi /2\times t)$. What is the period of vibration?

  An object in simple harmonic motion f o,z,z8lj)i li0sven x e)j.p,n0o)qobeys the following position versus time equaeolf ,j, . zx),v))n0osjenli p iq0z8tion:
$y=0.50\sin (\pi /2\times t)$. What is the maximum speed of the object?

  A mass attached to the free end of a spring exebq5m/afqr : 1ln 5;bvzcutes simple harmonic motion accorqblf5azvq r;:1/n bm5ding to the equation $y=0.50\sin (18\pi \times t)$ where y is in meters and t is seconds. What is the period of vibration?

A 1.5-kg mass attached to spring with a force constant of 20.0 N/m oscilla+3 vq 1(fneyfdtes on a horizontal, frictionless track. At t= 0, the mass is released from rest at x= 10.0 cm. (That is, the spring is st(e1vf3fd q yn+retched by 10.00 cm.)
(a) Determine the frequency of the oscillations.
(b) Determine the maximum speed of the mass. Where does the maximum speed occur?
(c) Determine the maximum acceleration of the mass. Where does the maximum acceleration occur?
(d) Determine the total energy of the oscillating system.
(e) Express the displacement as a function of time.

  A pendulum makes 12 compj04bp )coucul8 km 0)vlete swings in 8.0 s. (a) What are its frequency and period uuk0j )cm)vo cb4l0p8on Earth?

  A 3.00-kg pendulum is a5n d1zf3k3gk 28.84 m long. What is its period on Earth?

  A pendulum has a period of 2.0 s on Earth. What is its leng hamau*/hk1: yd+yd3xth?

  The pendulum of a grandfatherf-p8n q5au/ ao clock is 1.0 m long. What is its period on the Eart 5uqo8a-/napfh?

  The pendulum of a grandfather clock is 1.0 z 1y i:vv9f-usm long. What is its period on the Moon where the acceleration due to gra: vs y1ufviz9-vity is only $1.7m/s^2$?

  A simple pendulum consists of a 0.25-kg spherical mass attached to a massless xzs6 x0d43ipt4 sxvg8;wr+k cstring. When the mass is displaced slightly from its equilibr rdzvs+3w4x4xgts6p 8;0c ixk ium position and released, the pendulum swings back and forth with a frequency of 2.0 Hz. What frequency would have resulted if a 0.50-kg mass (same diameter sphere) had been attached to the string instead?

A simple pendulum consisting of a 20-g mass has initial angular dispoav-1cm *v7d jlacement of 8.0e. It oscillates withoa- m*7vjcvd 1 a period of 3.00 s.
(a) Determine the length of the pendulum.
(b) Does the period of the pendulum depend on the initial angular displacement?
(c) Does the period of the pendulum depend on the mass of the pendulum?
(d) Does the period of the pendulum depend on the length of the pendulum?
(e) Does the period of the pendulum depend on the acceleration due to gravity?

  Figure 11-2 is a "snapshot" of a wave at a given time. The frequenc+ cmospi q+bgbiad.7 ;0 js/,g,p ntoe y82kh:y of the wave iito,oa+/02,b7 pimns8dk+c: yg beg sh.pj;qs 120 Hz. What is the amplitude?

  Figure 11-2 is a "snapshot" of a wave at a9u) m fx6ebat-/0 fxpl6lhlc 6 given time. The frequency of the wave is 126a me9l x6cpufh l0xl/ftb -)60 Hz. What is the wavelength?

  Figure 11-2 is a "snapshot" of a wave at a givenxdsuu;(0ncgv s yuem.8+.iq+ time. The frequency of the wave isss+iv cnu0;.eu .m(qxg+ 8yud 120 Hz. What is the wave speed?

  What is the frequency of a wave which hxxzmh8tvm uenv73 +8) as a period of 6.00 ms?

  What is the period of a wave t4n4w+ )oxtuf5bj0ftwith a frequency of 1500 Hz?

  What is the wave speed if a wave has a frequency of 12 Hz and a wavelength eyg7 le(f/,uu85y30yglypxrt t z6*v of 3.0 mt8ft5g0/uy3vz( lyg7xyupl* ey , e6r?

  What is the velocity of a wave that has a wavelengt2a m3-c9- zs0zsxe)*qwz oebt h of 3.0 m and a frequency ofqe-sm 09-ao)tbzs* 2ecx 3zw z 12 Hz?

  What is the frequency of a 2.5 m ;q *okozdb/g l vwfl5d( x4b;6wave traveling at 1400 m/s?

  A piano string of linear mass density 0pfel*1igxo e r1 b:vh+631j hz.0050 kg/m is under a tension of 1350 N. What is the wah1z1*obiv1rp eljxe f+3 6 hg:ve speed?

  A string of linear density 6.00a; ;kinu6fazwq; k( w g/m is under a tension of 180 N. What is the velocity of propagatiwkqa6n;0;ifw z a(;kuon of transverse waves along the string?

A wave whose wavelength is 0.500 m is traveling down a 500 m long wire whw( gb6lhg,g l1cjcorc go: ;04ose total mass icgg rhg w:6o1;oc0(cjgl,l 4bs
25.0 kg. The wire is under a tension of 2000 N.
(a) Determine the velocity of the wave on the wire.
(b) Determine the frequency of this wave.

  The velocity of propagation of a transverse wave on a 2.0-m long string fixe m:y:ftww 1gaetrc27a4;iyh* d at both ends is 200 m/s. Which one of theig2wh4fyet7y r*:ac wtm1:a ; following is not a resonant frequency of this string?

  If a guitar string has a fu2o )/ww ru,xozndamental frequency of 500 Hz, which one of the following frequencies can set the string into r2 ux)owzo/r w,esonant vibration?

  A stretched string is observed to have four equal segmentf1x4r 1g de 7+k:rjkr +dmcm7qs in a standing wave driven at a frequency of 480 Hz. What driving frm1+er7 4xf+crmd1d:kkjg q7requency will set up a standing wave with five equal segments?

  A string, fixed at both ends, vibrates at a frequencyebj576uv 9w vy of 12 Hz with a standing transverse wave pattern containing 3 loops. What frequency is needed if the standing wave pattern is y7jvub9 6vew5to contain 4 loops?

  A string of linear density 1.5 g/m is under a tension of 20 N.6xm z1/g1ptz*6z+xq j2mlpar What should its length be if its fundamental resonance frequency is 220 Hz?x16gm z*+a pp/rzlxj2 m6zt1q