28 Pages

s6

Course: PHYS 2040, Fall 2009
School: Maple Springs
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Word Count: 21884

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Coursehero >> Maryland >> Maple Springs >> PHYS 2040

Course Hero has millions of student submitted documents similar to the one
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Course Hero has millions of student submitted documents similar to the one below including study guides, practice problems, reference materials, practice exams, textbook help and tutor support.
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Fh(F)-8 b(rom)33 b(relativit)m(y)g(w)m(e)j(ha)m(v)m(e)g(that)e Ff(E)1755 4180 y Fd(2)1749 4241 y Fe(e)1818 4217 y Fc(\000)24 b Ff(p)1968 4180 y Fd(2)1968 4241 y Fe(e)2008 4217 y Ff(c)2050 4180 y Fd(2)2120 4217 y Fh(=)31 b Ff(m)2312 4180 y Fd(2)2312 4241 y Fe(e)2352 4217 y Ff(c)2394 4180 y Fd(4)2468 4217 y Fh(but)j(w)m(e)i(ha)m(v)m(e)g(no)m(w)f(expressions)h (for)411 4337 y Ff(E)483 4352 y Fe(e)553 4337 y Fh(and)d Ff(p)792 4352 y Fe(e)829 4337 y Ff(c)f Fh(so:)1322 4557 y Ff(m)1407 4516 y Fd(2)1407 4582 y Fe(e)1447 4557 y Ff(c)1489 4516 y Fd(4)1611 4557 y Fh(=)83 b Ff(E)1848 4516 y Fd(2)1842 4582 y Fe(e)1910 4557 y Fc(\000)22 b Ff(p)2058 4516 y Fd(2)2058 4582 y Fe(e)2098 4557 y Ff(c)2140 4516 y Fd(2)1611 4702 y Fh(=)83 b(\()p Ff(E)1880 4717 y Fe(\015)1947 4702 y Fh(+)22 b Ff(m)2130 4717 y Fe(e)2167 4702 y Ff(c)2209 4661 y Fd(2)2248 4702 y Fh(\))2286 4661 y Fd(2)2348 4702 y Fc(\000)h Fh(\()p Ff(E)2558 4717 y Fe(\015)2602 4702 y Fh(\))2640 4661 y Fd(2)1611 4848 y Fh(=)83 b Ff(m)1855 4806 y Fd(2)1855 4872 y Fe(e)1895 4848 y Ff(c)1937 4806 y Fd(4)1998 4848 y Fh(+)22 b Ff(E)2174 4806 y Fd(2)2168 4872 y Fe(\015)2236 4848 y Fh(+)g(2)p Ff(E)2455 4863 y Fe(\015)2499 4848 y Ff(m)2584 4863 y Fe(e)2622 4848 y Ff(c)2664 4806 y Fd(2)2725 4848 y Fc(\000)h Ff(E)2903 4806 y Fd(2)2897 4872 y Fe(\015)1611 5002 y Fh(=)83 b Ff(m)1855 4961 y Fd(2)1855 5027 y Fe(e)1895 5002 y Ff(c)1937 4961 y Fd(4)1998 5002 y Fh(+)22 b(2)p Ff(E)2217 5017 y Fe(\015)2262 5002 y Ff(m)2347 5017 y Fe(e)2384 5002 y Ff(c)2426 4961 y Fd(2)411 5222 y Fh(Therefore,)40 b(for)c(this)h(to)g(b)s(e)g(satis\014ed)h(requires)g(2)p Ff(E)2367 5237 y Fe(\015)2411 5222 y Ff(m)2496 5237 y Fe(e)2533 5222 y Ff(c)2575 5186 y Fd(2)2650 5222 y Fh(=)d(0)i(whic)m(h) h(is)e(only)h(realizable)411 5343 y(for)32 b Ff(E)632 5358 y Fe(\015)705 5343 y Fh(=)27 b(0,)33 b(i.e.,)f(there)h(is)f(no)h (photon.)233 5505 y(\(b\))48 b(In)34 b(the)g(Compton)f(e\013ect)h(the)g (\014nal)e(state)i(con)m(tains)f(b)s(oth)g(the)h(photon)g(and)f(the)h 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Fh(cos)17 b Ff(\036)p Fh(\))1190 b(\(1\))197 1575 y(Here)33 b(w)m(e)h(are)e(giv)m(en)h(that)f Ff(E)1277 1539 y Fb(0)1328 1575 y Fh(=)c Ff(E)6 b(=)p Fh(2)32 b(so)1428 1845 y Ff(\025)1485 1804 y Fb(0)1536 1845 y Fh(=)1651 1777 y Ff(hc)p 1649 1822 102 4 v 1649 1913 a(E)1727 1884 y Fb(0)1788 1845 y Fh(=)1940 1777 y Ff(hc)p 1902 1822 176 4 v 1902 1913 a(E)6 b(=)p Fh(2)2115 1845 y(=)27 b(2)2277 1777 y Ff(hc)p 2277 1822 99 4 v 2287 1913 a(E)2413 1845 y Fh(=)g(2)p Ff(\025)197 2121 y Fh(Plugging)k(this)h(in)m(to)g(\(1\))g(giv)m(es:) 1135 2390 y Ff(\025)1192 2349 y Fb(0)1238 2390 y Fc(\000)22 b Ff(\025)83 b Fh(=)1700 2323 y Ff(h)p 1646 2367 165 4 v 1646 2458 a(m)1731 2473 y Fe(e)1768 2458 y Ff(c)1820 2390 y Fh(\(1)22 b Fc(\000)h Fh(cos)17 b Ff(\036)p Fh(\))1110 2643 y(2)p Ff(\025)22 b Fc(\000)g Ff(\025)83 b Fh(=)1699 2576 y Ff(hc)p 1646 2620 204 4 v 1646 2711 a(m)1731 2726 y Fe(e)1768 2711 y Ff(c)1810 2683 y Fd(2)1860 2643 y Fh(\(1)21 b Fc(\000)i Fh(cos)17 b Ff(\036)p Fh(\))1337 2902 y Ff(\025)83 b Fh(=)1646 2834 y(\(1239)p Ff(:)p Fh(8)31 b(k)m(eV)25 b Fc(\001)d Fh(pm)o(\))p 1646 2878 754 4 v 1812 2970 a(\(511)32 b(k)m(eV)r(\))2409 2902 y(\(1)22 b Fc(\000)h Fh(cos)17 b(60)2863 2861 y Fb(\016)2902 2902 y Fh(\))1477 3112 y(=)83 b(1)p Ff(:)p Fh(21)32 b(pm)60 b(=)g(1)p Ff(:)p Fh(21)21 b Fc(\002)i Fh(10)2567 3071 y Fb(\000)p Fd(12)2729 3112 y Fh(m)197 3332 y(And)33 b(the)g(frequency)h(of)f(the)g(incoming)d(photon)i(is)g Ff(\027)j Fh(=)27 b Ff(c=\025)h Fh(=)f(2)p Ff(:)p Fh(47)22 b Fc(\002)g Fh(10)3003 3296 y Fd(20)3110 3332 y Fh(Hz)33 b(corresp)s(onding)197 3453 y(to)f(an)h(energy)g(of)f(1.022)g(MeV.)h (This)g(is)f(a)h(gamma)d(ra)m(y)j(photon.)72 3656 y(3.)49 b Fg(\(8)37 b(marks\))32 b Fh(A)h(photon)f(collides)f(with)h(a)h(free)g (electron)f(at)g(rest.)238 3859 y(\(a\))48 b(\(4)32 b(marks\))f(Sho)m (w)h(that)g(the)f(kinetic)g(energy)i(of)e(the)h(electron)f(after)h(the) g(collision)c(is)j(equal)411 3980 y(to)i(the)g(energy)g(lost)f(b)m(y)i (the)f(photon.)313 4142 y Fc(\017)48 b Fh(The)31 b(initial)26 b(state)k(consists)g(of)f(a)g(photon)h(of)f(energy)i Ff(E)2483 4157 y Fe(\015)2557 4142 y Fh(and)f(an)f(electron)h(at)f (rest.)43 b(So)29 b(the)411 4262 y(total)g(energy)i(in)f(the)g(initial) d(state)j(is)g Ff(E)1912 4277 y Fe(i)1971 4262 y Fh(=)g Ff(E)2149 4277 y Fe(\015)2223 4262 y Fh(+)g Ff(m)2414 4277 y Fe(e)2452 4262 y Ff(c)2494 4226 y Fd(2)2533 4262 y Fh(.)43 b(The)31 b(\014nal)e(state)i(consists)g(of)e(the)411 4382 y(scattered)35 b(photon)e(and)h(scattered)g(electron)g(ha)m(ving)f (energies)h Ff(E)2903 4346 y Fb(0)2897 4407 y Fe(\015)2975 4382 y Fh(and)f Ff(E)3237 4397 y Fe(e)3274 4382 y Fh(,)h(resp)s(ectiv)m (ely)-8 b(.)411 4503 y(Therefore)34 b Ff(E)925 4518 y Fe(f)1003 4503 y Fh(=)f Ff(E)1190 4467 y Fb(0)1184 4527 y Fe(\015)1261 4503 y Fh(+)f Ff(E)1441 4518 y Fe(e)1478 4503 y Fh(.)44 b(Conserv)-5 b(ation)32 b(of)g(total)f(energy)j Ff(E)2865 4518 y Fe(f)2938 4503 y Fh(=)28 b Ff(E)3114 4518 y Fe(i)3175 4503 y Fh(giv)m(es:)1673 4732 y Ff(E)1751 4691 y Fb(0)1745 4757 y Fe(\015)1812 4732 y Fh(+)22 b Ff(E)1982 4747 y Fe(e)2047 4732 y Fh(=)28 b Ff(E)2223 4747 y Fe(\015)2289 4732 y Fh(+)22 b Ff(m)2472 4747 y Fe(e)2510 4732 y Ff(c)2552 4691 y Fd(2)411 4952 y Fh(Therefore,)34 b(the)f(energy)h(lost)e(b)m(y)h(the)g(photon)g(is:)1546 5172 y Ff(E)1618 5187 y Fe(\015)1685 5172 y Fc(\000)23 b Ff(E)1863 5131 y Fb(0)1857 5197 y Fe(\015)1929 5172 y Fh(=)28 b Ff(E)2105 5187 y Fe(e)2164 5172 y Fc(\000)22 b Ff(m)2348 5187 y Fe(e)2386 5172 y Ff(c)2428 5131 y Fd(2)2495 5172 y Fh(=)27 b Ff(K)2681 5187 y Fe(e)p eop %%Page: 3 3 3 2 bop 233 481 a Fh(\(b\))48 b(\(4)37 b(marks\))g(If)h(the)f(photon)h (had)f Ff(\027)42 b Fh(=)36 b(2)25 b Fc(\002)h Fh(10)2150 445 y Fd(20)2261 481 y Fh(Hz)38 b(and)f(the)h(scattering)f(angle)g(w)m (as)h(54)3787 445 y Fb(\016)3826 481 y Fh(,)411 601 y(what)33 b(w)m(as)h(the)f(kinetic)f(energy)h(of)g(the)g(electron?)313 755 y Fc(\017)48 b Fh(Again)32 b(using)g(the)h(Compton)f(form)m(ula)f (for)h(photon-electron)g(collisions:)785 989 y Ff(\025)842 947 y Fb(0)887 989 y Fc(\000)23 b Ff(\025)83 b Fh(=)1350 921 y Ff(h)p 1296 965 165 4 v 1296 1057 a(m)1381 1072 y Fe(e)1418 1057 y Ff(c)1470 989 y Fh(\(1)22 b Fc(\000)g Fh(cos)17 b Ff(\036)p Fh(\))964 1242 y Ff(\025)1021 1201 y Fb(0)1127 1242 y Fh(=)83 b Ff(\025)22 b Fh(+)1525 1174 y Ff(hc)p 1473 1218 204 4 v 1473 1310 a(m)1558 1325 y Fe(e)1595 1310 y Ff(c)1637 1281 y Fd(2)1686 1242 y Fh(\(1)g Fc(\000)h Fh(cos)17 b Ff(\036)p Fh(\))1127 1495 y(=)1302 1427 y Ff(c)p 1296 1472 55 4 v 1296 1563 a(\027)1382 1495 y Fh(+)1543 1427 y Ff(hc)p 1490 1472 204 4 v 1490 1563 a(m)1575 1578 y Fe(e)1612 1563 y Ff(c)1654 1534 y Fd(2)1704 1495 y Fh(\(1)22 b Fc(\000)g Fh(cos)17 b Ff(\036)p Fh(\))1127 1758 y(=)1296 1690 y(\(3)k Fc(\002)i Fh(10)1602 1654 y Fd(20)1709 1690 y Fh(pm)p Ff(=)p Fh(s\))p 1296 1734 674 4 v 1349 1826 a(\(2)f Fc(\002)g Fh(10)1655 1797 y Fd(20)1762 1826 y Fh(Hz\))2002 1758 y(+)2110 1690 y(\(1239)p Ff(:)p Fh(8)31 b(k)m(eV)25 b Fc(\001)d Fh(pm)o(\))p 2110 1734 754 4 v 2276 1826 a(\(511)31 b(k)m(eV)s(\))2873 1758 y(\(1)22 b Fc(\000)g Fh(cos)c(\(54)3365 1716 y Fb(\016)3404 1758 y Fh(\)\))1127 1968 y(=)83 b(2)p Ff(:)p Fh(5)32 b(pm)59 b(=)i(2)p Ff(:)p Fh(5)21 b Fc(\002)i Fh(10)2119 1927 y Fb(\000)p Fd(12)2281 1968 y Fh(m)411 2158 y(Therefore,)34 b(the)f(kinetic)f(energy)i(of)e(the)h(electron)f(is:)742 2348 y Ff(K)825 2363 y Fe(e)945 2348 y Fh(=)82 b Ff(E)1175 2363 y Fe(\015)1242 2348 y Fc(\000)23 b Ff(E)1420 2307 y Fb(0)1414 2373 y Fe(\015)945 2555 y Fh(=)82 b Ff(h\027)29 b Fc(\000)23 b Ff(h\027)1446 2514 y Fb(0)1530 2555 y Fh(=)60 b Ff(h\027)29 b Fc(\000)1908 2488 y Ff(hc)p 1908 2532 99 4 v 1917 2624 a(\025)1974 2595 y Fb(0)945 2799 y Fh(=)82 b(\(4)p Ff(:)p Fh(136)22 b Fc(\002)g Fh(10)1583 2758 y Fb(\000)p Fd(18)1745 2799 y Fh(k)m(eV)j Fc(\001)d Fh(s\)\(2)g Fc(\002)g Fh(10)2366 2758 y Fd(20)2473 2799 y Fh(Hz)q(\))g Fc(\000)2759 2732 y Fh(\(1239)p Ff(:)p Fh(8)32 b(k)m(eV)25 b Fc(\001)c Fh(pm\))p 2759 2776 754 4 v 2952 2867 a(\(2)p Ff(:)p Fh(5)32 b(pm)o(\))945 2995 y(=)82 b(331)32 b(k)m(eV)72 3201 y(4.)49 b Fg(\(6)37 b(marks\))32 b Fh([V)-8 b(ariation)30 b(on)j(T)-8 b(ext)33 b(Problem)f(37,)g(page)h(191])197 3322 y(A)40 b(m)m(uon)h(is)f(a)g (particle)f(m)m(uc)m(h)j(lik)m(e)d(an)i(electron)f(except)j(that)d Ff(m)2736 3337 y Fe(\026)2783 3322 y Ff(=m)2917 3337 y Fe(e)2995 3322 y Fh(=)h(206)p Ff(:)p Fh(77.)67 b(Find)39 b(the)197 3442 y(maxim)m(um)25 b(w)m(a)m(v)m(elength)k(shift)e(for)g(a) g(Compton)g(collision)e(b)s(et)m(w)m(een)k(a)f(photon)f(and)h(a)f(free) h(m)m(uon.)98 3637 y Fc(\017)49 b Fh(In)23 b(the)h(Compton)e (scattering)h(of)g(a)g(photon)g(o\013)f(an)h(electron,)i(the)f (expression)g(for)f(the)g(w)m(a)m(v)m(elength)197 3757 y(shift)32 b(\001)p Ff(\025)h Fh(v)m(ersus)h(the)f(angle)f(of)g(the)h (scattered)h(photon)f Ff(\036)f Fh(is:)1223 3991 y(\001)p Ff(\025)c Fh(=)1557 3924 y Ff(h)p 1502 3968 165 4 v 1502 4060 a(m)1587 4075 y Fe(e)1625 4060 y Ff(c)1677 3991 y Fh(\(1)22 b Fc(\000)g Fh(cos)17 b Ff(\036)p Fh(\))28 b(=)f Ff(\025)2316 4006 y Fe(C)2375 3991 y Fh(\(1)22 b Fc(\000)h Fh(cos)17 b Ff(\036)p Fh(\))901 b(\(2\))197 4231 y(where)44 b(the)f(Compton)g(w)m(a)m(v)m(elength)h Ff(\025)1677 4246 y Fe(C)1781 4231 y Fc(\021)i Fh(\()p Ff(h=m)2132 4246 y Fe(e)2169 4231 y Ff(c)p Fh(\))c(=)h(2.43)f(pm)h(=)f (2)p Ff(:)p Fh(43)29 b Fc(\002)g Fh(10)3330 4195 y Fb(\000)p Fd(12)3502 4231 y Fh(m.)74 b(The)197 4352 y(maxim)m(um)28 b(w)m(a)m(v)m(elength)k(shift)e(will)f(clearly)g(b)s(e)i(for)f Ff(\036)e Fh(=)f(180)2476 4316 y Fb(\016)2545 4352 y Fh(giving)i(the)i(expression)h(\001)p Ff(\025)3605 4367 y Fe(max)3777 4352 y Fh(=)197 4472 y(2)p Ff(\025)303 4487 y Fe(C)362 4472 y Fh(.)43 b(Equation)31 b(\(3\))h(w)m(as)g(deriv)m (ed)h(for)e(scattering)h(o\013)f(a)h(free)g(electron.)43 b(Clearly)-8 b(,)31 b(replacing)f(the)197 4593 y(electron)i(with)h(a)f (m)m(uon)g(will)e(giv)m(e)j(the)g(expression:)1568 4827 y(\001)p Ff(\025)27 b Fh(=)1906 4759 y Ff(h)p 1847 4803 174 4 v 1847 4895 a(m)1932 4910 y Fe(\026)1979 4895 y Ff(c)2031 4827 y Fh(\(1)22 b Fc(\000)g Fh(cos)c Ff(\036)p Fh(\))197 5070 y(resulting)31 b(in)h(a)g(maxim)m(um)f(w)m(a)m(v)m (elength)j(shift)e(of:)1159 5317 y(\001)p Ff(\025)1297 5332 y Fe(max)1524 5317 y Fh(=)83 b(2)1749 5171 y Fa( )1883 5249 y Ff(h)p 1824 5293 V 1824 5385 a(m)1909 5400 y Fe(\026)1956 5385 y Ff(c)2008 5171 y Fa(!)2151 5317 y Fh(=)60 b(2)2353 5171 y Fa( )2433 5249 y Ff(m)2518 5264 y Fe(e)p 2428 5293 132 4 v 2428 5385 a Ff(m)2513 5400 y Fe(\026)2570 5171 y Fa(!)2652 5317 y Ff(\025)2709 5332 y Fe(C)1524 5581 y Fh(=)83 b(2)1749 5460 y Fa(\022)1931 5514 y Fh(1)p 1820 5558 271 4 v 1820 5650 a(206)p Ff(:)p Fh(77)2101 5460 y Fa(\023)2178 5581 y Fh(\(2)p Ff(:)p Fh(43)22 b Fc(\002)g Fh(10)2609 5540 y Fb(\000)p Fd(12)2771 5581 y Fh(m\))1524 5773 y(=)83 b(2)p Ff(:)p Fh(34)22 b Fc(\002)g Fh(10)2076 5732 y Fb(\000)p Fd(14)2238 5773 y Fh(m)60 b(=)g(23)p Ff(:)p Fh(4)32 b(fm)p eop %%Page: 4 4 4 3 bop 72 481 a Fh(5.)49 b Fg(\(8)37 b(marks\))32 b Fh([P)m(art)h(\(a\))f(of)g(this)g(question)h(is)f(the)h(text)h(Problem) d(16)h(\(page)h(264\).])197 601 y(A)22 b(b)s(eam)g(of)h(alpha)e (particles,)j(of)e(kinetic)g(energy)i(5.30)e(MeV)h(and)g(in)m(tensit)m (y)g(1)p Ff(:)p Fh(0)r Fc(\002)r Fh(10)3319 565 y Fd(4)3380 601 y Fh(particles/s,)197 722 y(falls)34 b(normally)g(on)i(a)g(lead)g (foil)d(of)j(atomic)e(n)m(um)m(b)s(er)j(82,)g(densit)m(y)g(11.4)e(g/cm) 3150 686 y Fd(3)3189 722 y Fh(,)i(atomic)e(w)m(eigh)m(t)197 842 y(207)30 b(g/mol,)e(and)j(thic)m(kness)h(1.0)e Ff(\026)p Fh(m.)42 b(A)30 b(detector)h(of)f(area)h(1.0)f(cm)2734 806 y Fd(2)2803 842 y Fh(is)g(placed)g(at)g(a)h(distance)f(of)197 962 y(10)i(cm)g(from)f(the)i(foil.)42 b(What)32 b(is)g(the)h(coun)m (ting)g(rate)f(for)g(a)h(scattering)f(angle)238 1161 y(\(a\))48 b(\(4)33 b(marks\))65 b(of)32 b(10)1133 1125 y Fb(\016)313 1318 y Fc(\017)48 b Fh(In)26 b(the)g(text)h(\(pg)e(236\)) g(w)m(e)i(are)e(giv)m(en)h(the)g(probabilit)m(y)e(an)h Ff(\013)i Fh(particle)d(is)h(scattered)i(through)411 1439 y(an)32 b(angle)e Ff(\036)p Fh(.)43 b(F)-8 b(rom)30 b(this)h(w)m(e)i(can)e(calculate)g Ff(N)10 b Fh(\()p Ff(\036)p Fh(\),)31 b(the)h(n)m(um)m(b)s(er)g(of)f(scatters)i(observ)m (ed)g(at)411 1559 y(an)g(angle)f Ff(\036)p Fh(,)g(for)g Ff(N)43 b Fh(input)32 b Ff(\013)h Fh(particles)f(p)s(er)h(unit)f(time.) 42 b(Sp)s(eci\014cally)-8 b(,)1463 1762 y Ff(N)10 b Fh(\()p Ff(\036)p Fh(\))83 b(=)g Ff(N)10 b(P)k Fh(\()p Ff(\036)p Fh(\))1768 1986 y(=)83 b Ff(N)2032 1840 y Fa( )2162 1919 y Ff(e)2207 1883 y Fd(2)p 2107 1963 193 4 v 2107 2055 a Fh(4)p Ff(\031)t(")2261 2070 y Fd(0)2310 1840 y Fa(!)2376 1863 y Fd(2)2432 1840 y Fa( )2515 1919 y Fc(A)p Ff(\032tZ)2754 1883 y Fd(2)p 2508 1963 293 4 v 2508 2055 a Fh(4)p Ff(R)2632 2026 y Fd(2)2671 2055 y Ff(K)2761 2026 y Fd(2)2810 1840 y Fa(!)3082 1919 y Fh(1)p 2903 1963 407 4 v 2903 2056 a(sin)3023 2016 y Fd(4)3079 2056 y Fh(\()p Ff(\036=)p Fh(2\))1315 2256 y(and)162 b Ff(\032)84 b Fh(=)1937 2188 y Ff(dN)2066 2203 y Fe(A)p 1937 2232 186 4 v 1993 2324 a Ff(A)945 2507 y Fh(where)1341 2361 y Fa( )1470 2439 y Ff(e)1515 2403 y Fd(2)p 1416 2483 193 4 v 1416 2575 a Fh(4)p Ff(\031)t(")1570 2590 y Fd(0)1619 2361 y Fa(!)1768 2507 y Fh(=)f(2)p Ff(:)p Fh(307)21 b Fc(\002)i Fh(10)2369 2466 y Fb(\000)p Fd(28)2530 2507 y Fh(J)g Fc(\001)e Fh(m)1230 2725 y(and)163 b Ff(N)1628 2740 y Fe(A)1768 2725 y Fh(=)83 b(6)p Ff(:)p Fh(02)21 b Fc(\002)i Fh(10)2320 2684 y Fd(23)2427 2725 y Fh(mol)2584 2682 y Fb(\000)p Fd(1)411 2928 y Fh(W)-8 b(e)33 b(are)g(giv)m(en)g(the)g(follo)m(wing:)1584 3132 y Ff(N)94 b Fh(=)83 b(10)2013 3091 y Fd(4)2084 3132 y Ff(\013)34 b Fh(particl...

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Maple Springs - PHYS - 2040
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Maple Springs - PHYS - 2040
%!PS-Adobe-2.0 %Creator: dvips(k) 5.86 Copyright 1999 Radical Eye Software %Title: p7.dvi %Pages: 2 %PageOrder: Ascend %BoundingBox: 0 0 596 842 %EndComments %DVIPSWebPage: (www.radicaleye.com) %DVIPSCommandLine: dvips -f p7 %DVIPSParameters: dpi=600
Cornell - CS - 100
Name &amp; ID:_ Quiz Q5 CS 100 Summer 1999 Due: Monday July 26, 1999 10 minutes after the beginning of class Question 1: Thinking in Matlab right now, what will the variable a look like after the following statement is executed: a = 10 * [0:9]Question
Maple Springs - PHYS - 2040
%!PS-Adobe-2.0 %Creator: dvips(k) 5.86 Copyright 1999 Radical Eye Software %Title: s7.dvi %Pages: 6 %PageOrder: Ascend %BoundingBox: 0 0 596 842 %EndComments %DVIPSWebPage: (www.radicaleye.com) %DVIPSCommandLine: dvips -f s7 %DVIPSParameters: dpi=600
Maple Springs - PHYS - 2040
%!PS-Adobe-2.0 %Creator: dvips(k) 5.86 Copyright 1999 Radical Eye Software %Title: p8.dvi %Pages: 1 %PageOrder: Ascend %BoundingBox: 0 0 596 842 %EndComments %DVIPSWebPage: (www.radicaleye.com) %DVIPSCommandLine: dvips -f p8 %DVIPSParameters: dpi=600
Maple Springs - PHYS - 2040
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Maple Springs - PHYS - 2040
%!PS-Adobe-2.0 %Creator: dvips(k) 5.86 Copyright 1999 Radical Eye Software %Title: m1.dvi %Pages: 1 %PageOrder: Ascend %BoundingBox: 0 0 596 842 %EndComments %DVIPSWebPage: (www.radicaleye.com) %DVIPSCommandLine: dvips -f m1 %DVIPSParameters: dpi=600
Maple Springs - PHYS - 2040
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Cornell - CS - 100
Name(s) &amp; ID(s):_ Assignment P2 CS 100 Summer 1999 Due: Thursday July 15, 1999 at the beginning of class.Turn in your assignments according to the instructions given in the first day handout. Remember to include sample output when you turn in your
Maple Springs - PHYS - 2040
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Cornell - CS - 100
Method OverloadingIf two methods of a class (whether both declared in the same class, or bothinherited by a class, or one declared and one inherited) have the same namebut different number or types of parameters, then the method name is said to
Maple Springs - PHYS - 2040
%!PS-Adobe-2.0 %Creator: dvips(k) 5.86 Copyright 1999 Radical Eye Software %Title: m2.dvi %Pages: 1 %PageOrder: Ascend %BoundingBox: 0 0 596 842 %EndComments %DVIPSWebPage: (www.radicaleye.com) %DVIPSCommandLine: dvips -f m2 %DVIPSParameters: dpi=600
Cornell - CS - 100
Name(s) &amp; ID(s):_ Assignment P3 CS 100 Summer 1999 Due: Thursday July 22, 1999 at the beginning of class.Turn in your assignments according to the instructions given in the first day handout. Remember to include sample output when you turn in your
Maple Springs - PHYS - 2040
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Maple Springs - PHYS - 2040
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Maple Springs - PHYS - 2040
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Maple Springs - PHYS - 2040
%!PS-Adobe-2.0 %Creator: dvips(k) 5.86 Copyright 1999 Radical Eye Software %Title: resnick_practice_problems.dvi %Pages: 1 %PageOrder: Ascend %BoundingBox: 0 0 596 842 %EndComments %DVIPSWebPage: (www.radicaleye.com) %DVIPSCommandLine: dvips -f resni
Maple Springs - PHYS - 2040
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Maple Springs - PHYS - 2040
%!PS-Adobe-2.0 %Creator: dvips(k) 5.86 Copyright 1999 Radical Eye Software %Title: prac_rel.dvi %Pages: 2 %PageOrder: Ascend %BoundingBox: 0 0 596 842 %EndComments %DVIPSWebPage: (www.radicaleye.com) %DVIPSCommandLine: dvips -f prac_rel %DVIPSParamet
Washington - MATH - 425
Maple Springs - PHYS - 2040
%!PS-Adobe-2.0 %Creator: dvips(k) 5.86 Copyright 1999 Radical Eye Software %Title: sol_prac_rel.dvi %Pages: 9 %PageOrder: Ascend %BoundingBox: 0 0 596 842 %EndComments %DVIPSWebPage: (www.radicaleye.com) %DVIPSCommandLine: dvips -f sol_prac_rel %DVIP
Maple Springs - PHYS - 2040
rr @HF o r dtHI `@S&amp;txrI F F gF o ys ys rI St HI F n F o I o |I F nHUr y o |0w o| w y ts r ys r txS o u o u ys rr tHU o St H$I@kdtr$IrI &amp;tHI UF gF o FF ys ys r |h U QnI gF U n0 o n F o | I 5xHba`VS
Maple Springs - PHYS - 2040
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Maple Springs - PHYS - 2040
%!PS-Adobe-2.0 %Creator: dvips(k) 5.86 Copyright 1999 Radical Eye Software %Title: sqprac.dvi %Pages: 4 %PageOrder: Ascend %BoundingBox: 0 0 596 842 %EndComments %DVIPSWebPage: (www.radicaleye.com) %DVIPSCommandLine: dvips -f sqprac %DVIPSParameters:
Maple Springs - PHYS - 2040
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Washington - MATH - 583
Math 583GEOMETRIC MEASURE THEORY IN EUCLIDEAN SPACE AND TOPICS IN ERGODIC THEORY Spring 2008Instructors: Boris Solomyak Oce: Padelford C-328, Oce Phone 685-1307 E-mail: solomyak[at]math.washington.edu Oce hours: Monday 45, Tuesday 1112, or by
Washington - MATH - 480
Washington - MATH - 480
Washington - MATH - 480
Washington - MATH - 480
Washington - MATH - 480
Washington - MATH - 480
Washington - MATH - 480
Washington - MATH - 480
Washington - MATH - 536
Math 536HOMEWORK 1 (due Wednesday, April 9)Spring 2008Do the following problems from Gamelin (point distribution is indicated in parentheses): 13.1: 2, 6, 10 (3 + 3 + 3) 13.2: 3, 6, 7, 9 (2 + 3 + 3 + 3)1
Washington - MATH - 536
Math 536HOMEWORK 5 (due Wednesday, May 14)Spring 2008Do the following problems from Gamelin (point distribution is indicated in parentheses): 15.2: 3, 8 (3 + 3) 15.4: 3 (3) 15.5: 1, 2 (3 + 3) 15.6: 3, 7 (2 + 3)1
Washington - MATH - 534
Math 534HOMEWORK 1 (due Wednesday, Oct. 3)Autumn 20071. (a) Let |a| 1 and |b| &lt; 1. Show a-b 1. 1 - ab When does equality occur? (b) Calculate ( 1i 2 3 6) for all combinations of signs.2. Let a = e2i with Q. Prove that the sequence {an
Washington - MATH - 535
Math 535HOMEWORK 1 (due Wednesday, Jan 16)Winter 2008Do the following problems from Gamelin (point distribution is indicated in parentheses): 8.1: 3, 4, 8 (2 + 3 + 3) 8.2: 2, 6, 8 (2 + 3 + 2) 8.3: 1, 2 (3 + 2)1
Washington - MATH - 535
Math 535HOMEWORK 2 (due Wednesday, Jan 23)Winter 2008Do the following problems from Gamelin (point distribution is indicated in parentheses): 8.4: 4, 6 (2+3) 8.5: 2, 4 (2 + 3) 8.6: 6, 7, 9, 10 (2 + 2 + 3 + 3) You are welcome to use the hints at
Washington - MATH - 535
Math 535HOMEWORK 7 (due Wednesday, March 5)Winter 2008Do the following problems from Gamelin (point distribution is indicated in parentheses): 11.3: 6, 8 (3 + 4) 11.6: 1, 2, 3, 4, 5 (2 + 2 + 1 + 4 + 4)1
Washington - MATH - 535
Math 535HOMEWORK 8 (due Wednesday, March 12)Winter 2008Do the following problems from Gamelin (point distribution is indicated in parentheses): 11.5: 1, 3, 4 (2 + 3 + 3) 12.1: 4, 5 (2 + 3) 12.2: 4, 6 (3 + 4)1
Washington - MATH - 480
-~-~_._~_~_T~_~_2~.[~~(~-XL+.~) ~-eu'U:~Rsp4~ ~ ~, ~ '~b~nd-v0J. .~-~21 ~~ ~Q4(1 q-CI-bj7:~?~ G=:)&gt; -.o?!0I0p;r7t\a.=-.01~ ~V~~'Ceue-{+1) O.7'j,&gt;(;L - J1.OVI-/lXeJ !~\~,-5~.._-_._-
Washington - MATH - 480
B. SolomyakHOMEWORK 8 (due Wednesday, June 3)Math 480, Spring 2009READ 7.57.7. Do the following exercises: T7.14 (p.307) (3 pts), T7.15 (p.308) (2 pts), T7.16 (p.308) (5 pts), 7.8, 7.9 (p.322) (5 pts each). Attention: the hints for some of the
Washington - MATH - 480
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Washington - MATH - 526
B. SolomyakMath 526Spring 2003Assignment 4Due Wednedsday, April 30Reading: 7.1, 7.2 from Folland. Problems from Folland: 2, 3 from 7.1; 7, 8, 9 from 7.2
Washington - MATH - 526
B. SolomyakMath 526Spring 2003Assignment 5Due Wednedsday, May 7Reading: 7.3, 3.3, 7.4 from Folland. Problems from Folland: 12, 13 from 7.2; 17, 22, 24 from 7.3
Washington - MATH - 526
B. SolomyakMath 526Spring 2003Assignment 6Due Wednedsday, May 14Reading: 8.1, 8.2 from Folland. Problems from Folland: 1, 3, 4 from 8.1; 8, 9 from 8.2
Washington - MATH - 526
B. SolomyakMath 526Spring 2003Assignment 7Due Wednedsday, May 21Reading: 8.3 from Folland. Problems from Folland: 13, 14, 18, 20 from 8.3 NOTE: there is a typo in 18(b): the integral in LHS should be squared.
Washington - MATH - 526
B. SolomyakMath 526Spring 2003Assignment 8Due Wednedsday, May 28Reading: 8.3 and 8.6 from Folland. Problems from Folland: 15, 16 from 8.3 (note that there are several little typos in these problems) 40, 41 from 8.6
Washington - MATH - 526
B. SolomyakMath 526Spring 2003Assignment 9Due Wednedsday, June 4Reading: 10.1-10.3 from Folland. Problems from Folland: 10.2(a), 10.9 from 10.1 10.13, 10.14, 10.15 from 10.2
Washington - MATH - 309
Math 309 A HOMEWORK #4Spring 2009READ Sections 9.1-9.4 (skim); make sure you understand Table 9.1.1, Figure 9.1.9, Theorem 9.3.2 (statement) and Table 9.3.1. Turn in the following problems at the beginning of the class on WEDNESDAY, May 6: 9.3: 1
Washington - MATH - 309
Math 309 A HOMEWORK #5 READ Sections 10.1 and 10.2.Spring 2009Turn in the following problems at the beginning of the class on WEDNESDAY, May 13: 10.1: 5, 9, 16, 17; 10.2: 14, 16, 17.
Washington - MATH - 309
Math 309 A HOMEWORK #6 READ Sections 10.3 and 10.4.Spring 2009Turn in the following problems at the beginning of the class on WEDNESDAY, May 20: 10.3: 5, 6; 10.4: 8, 11, 12, 16, 17, 19.Note that 10.4 #8, 11, 12 don't require any computations (j
Washington - MATH - 309
Math 309 A HOMEWORK #7 READ Sections 10.5 and 10.6.Spring 2009Turn in the following problems at the beginning of the class on FRIDAY, May 29: 10.5: 2, 6, 7, 18, 19; 10.6: 2, 4, 6, 11(a), 13(a),(d).
Washington - MATH - 309
Math 309 APreparation for MIDTERM 2Spring 2009The test will be on Friday, May 29. It will cover 9.3, 10.110.6. You can bring one standard 8 11 sheet of handwritten notes (no printed materials), 2-sided is OK. No calculators or other electronic
Washington - MATH - 309
MATHEMATICS 308COMPLEX NUMBERSThe introduction of complex numbers in the 16th century made it possible to solve the equation x2 + 1 = 0. These notes present one way of dening complex numbers. The Complex Plane. A complex number z is given by a pa
NYU - SB - 513
Phonetics and Phonology of Transparent Vowels in HungarianSTEFAN BENUS, ADAMANTIOS GAFOS, LOUIS GOLDSTEIN New York University, Haskins Laboratories, Yale University1. Introduction Vowel harmony is a requirement by which vowels in a certain dom
NYU - SB - 513
Gestural coordination and the distribution of English &quot;geminates&quot; Stefan Benus, Iris Smorodinsky, and Adamantios Gafos 1. IntroductionRecent work has argued that phonology includes grammatical principles and representations that refer to the tempora
NYU - SB - 513
The role of prosody in the pragmatic meaning of `whatever'Stefan Benus, New York University January, 2001 In this paper, I investigate the role of prosody in cueing negative pragmatic meaning associated with the use of `whatever'. I suggest that the
NYU - SB - 513
Deriving Consonant Cluster Phonotactics: Evidence from Singapore English Arto Anttila, Vivienne Fong, Stefan Benus, Jennifer NyczNew York University National University of Singapore and New York University1.OverviewConsonant clusters are o
Washington - MATH - 324
Math 324 B EXTRA CREDIT ASSIGNMENT #1 Turn in on Monday, October 14, at the beginning of the class. (This is OPTIONAL; you wont be penalized for not doing this assignment.) 1 (up to 5 points of extra credit) Show that arctan(x) arctan(x) dx = ln x