at ;xu - ucsd mathematics | homek3walsh/practicesolutions1.pdf · 2010-01-24 · ... xu ~ c. x2 ·...
TRANSCRIPT
=rd -Jr P ~ (lJJ~ C~ Of
( f- ~t ~ cAt xux2 middot fc- ~1
0 ~ + lo otl - 2~ ~~ Ie tll t ) 1 +Y t 10
20 Ifgt
I L + B ~Ox 0(1 ~ lfOtr ce ~ -tot ( ()r~ ~e saMe siceshy
reJm~r r-ueS ~~ VY~ ~Q CG-~ if)
0lt d
=D
t1- - nv f1
( ) 11N 1 ~ ~OAQf k C-ls I 3lt) 1 IV I
gt ) -1 0) 5 -y 0
-~ -l - 0 ~ ~
N 0 ~ 0 ()
- D 0 OQ 4 i~e() 0 -9 0 0 snow cc b
3~ +- lX2 - ~ xgt -= C - 3( -=- ~)(3 Xl Q q ~ x
( ~ ~ ~-est ~ t 1l( 3 l(
t)U) ~laquo(0 ~ I
JQf~ l L I S 0- ~OA-i()r to
31- )2- - ~ X) 71shy- )X - LY L +- Y)(3 - - y
ox I 1-)(2 5 X3 - S () )Slj lc-l sn~ ~cQ ampJA110v
~r1+-~ -L-imiddotL ~l ~ -gtl- 2t + y -L- V
0 0 0
0 o () CJ c)
0l- yL 9-J(lt2-~ l~ (cBgtU ~
~ 1 1~ l - 8 -= Sv
SDG(-- O()SIgtJe ~ue nG()s(1S 10 cltt ~~ 0 -Va iAelcrfI -t (J
Un ~~~PltL~ Cbn~ )Le- [A bJ pound G ()( ~ CA ~Yler+eG VYI CA (
r~ coJi 0s o-cA Q Vltlt(j(Yen -t ~) A ssuVY C
~ Y-CA 0- o-t U( IC)euroJ -1 ( a JJ ) A~ -II S ~ 0 f - s j ~ ~ (Y)J S x = 10 0 CO() middot ) ~ -
0
TI A hlt 10- 11 eI~(~ mw I ~~ ~~ A gt1lG
~us ( ~io~ ccuIM(S 50 c~ co~~ ( S c -C- Cc~Wf ) ~)S A~ ~ ~ ~ Aot COVlsI~~t
9 ~u ~ n~G ~-ttm ruve exOL~ ~ -vJo j)A(j ~ ~
It c 1Vleo s 1 ~cV he ~ -we) ~du-nM~Cl1 v g V1 ~ -PO- 00 ~ I~ ~IOA~ ) l
12 CSgt ~ sa ~~() A sa --INr~ o(e l Yl~(~ V1a~ f- h fl~l tt I
J()lAtuV 1 s~s-e~ cQV r-oI-f- ~(J ~dAoY1j J exac 1 0(1e lt0h-i0 0 ( IN~n i ~-1 IVc ~so lA h 0111 S i
~bsSf~l~ ~S~~ LL J-Sco(--a~V ~ i~0 Ie c 0 I 0(CR-~e GIe ~ ~Ws U~ 1 ~-t-ie (j ~ 2)
~~ Jecos ampe l~r-~ de~~ t -VvW ~ c~( 0aeuroS ~~V ~ jeckl middot
f) L -e- A - ~v - 1 L I-J - L I V1 I VV J e --- - ~ ~ IE De ~0 1EOr -TQ( -S oc ltfYCl-h 0 V CwSWe ~ b -1 lx) ~ A x -r + T -5 0+0) --)Of) ((Q ~ jGyen does A ~oIrc ~ IYI
-r ~ Of-o ~ ~ cc~M(~ a~ IT ~~ ~ ~ ~ ~N Q~ ~ fu1 ~ ~e eoplerwt
1 ros gtIIG-t ~ ~~ ~N SXO T tQ U2M
~Mus- ~ h x n ~YtX 1 ~)S ck N0~- DoR W
lt1lw l sO A- ~S ~ ~~o~ ~SU~ Qt(~-~N~- ~~~ Q(~ ~J~
~ ) LQ ~ T IK --gt RL Q 0 (~ +rCns~ (JCh~
~Vv 1~~1)= -~~1 T ( Ul) ~ [~ ) (~n) ~ l~1 ~~ T ( I ~ ~ N~ S --Q -taildac
~ l 1) 5vvgtN~()J ~ )( eft T middot l v2J$
(Ln)= T(~1-L~1-~~))= T(L1)_T(~)) -n) ~ ~i1-ij -l~1 ~ L~~1
S-o~l6 NA-ri~ 1(e0 I le t Tle3~ t ~ ~1
I _ ~ eQC-~ 0-h-p~n+ yen iJ -e or 1-Q S~ Jr Q
-~~e (Al Q)(f)cfQ ~1 ()V ~ I tgt
=D
t1- - nv f1
( ) 11N 1 ~ ~OAQf k C-ls I 3lt) 1 IV I
gt ) -1 0) 5 -y 0
-~ -l - 0 ~ ~
N 0 ~ 0 ()
- D 0 OQ 4 i~e() 0 -9 0 0 snow cc b
3~ +- lX2 - ~ xgt -= C - 3( -=- ~)(3 Xl Q q ~ x
( ~ ~ ~-est ~ t 1l( 3 l(
t)U) ~laquo(0 ~ I
JQf~ l L I S 0- ~OA-i()r to
31- )2- - ~ X) 71shy- )X - LY L +- Y)(3 - - y
ox I 1-)(2 5 X3 - S () )Slj lc-l sn~ ~cQ ampJA110v
~r1+-~ -L-imiddotL ~l ~ -gtl- 2t + y -L- V
0 0 0
0 o () CJ c)
0l- yL 9-J(lt2-~ l~ (cBgtU ~
~ 1 1~ l - 8 -= Sv
SDG(-- O()SIgtJe ~ue nG()s(1S 10 cltt ~~ 0 -Va iAelcrfI -t (J
Un ~~~PltL~ Cbn~ )Le- [A bJ pound G ()( ~ CA ~Yler+eG VYI CA (
r~ coJi 0s o-cA Q Vltlt(j(Yen -t ~) A ssuVY C
~ Y-CA 0- o-t U( IC)euroJ -1 ( a JJ ) A~ -II S ~ 0 f - s j ~ ~ (Y)J S x = 10 0 CO() middot ) ~ -
0
TI A hlt 10- 11 eI~(~ mw I ~~ ~~ A gt1lG
~us ( ~io~ ccuIM(S 50 c~ co~~ ( S c -C- Cc~Wf ) ~)S A~ ~ ~ ~ Aot COVlsI~~t
9 ~u ~ n~G ~-ttm ruve exOL~ ~ -vJo j)A(j ~ ~
It c 1Vleo s 1 ~cV he ~ -we) ~du-nM~Cl1 v g V1 ~ -PO- 00 ~ I~ ~IOA~ ) l
12 CSgt ~ sa ~~() A sa --INr~ o(e l Yl~(~ V1a~ f- h fl~l tt I
J()lAtuV 1 s~s-e~ cQV r-oI-f- ~(J ~dAoY1j J exac 1 0(1e lt0h-i0 0 ( IN~n i ~-1 IVc ~so lA h 0111 S i
~bsSf~l~ ~S~~ LL J-Sco(--a~V ~ i~0 Ie c 0 I 0(CR-~e GIe ~ ~Ws U~ 1 ~-t-ie (j ~ 2)
~~ Jecos ampe l~r-~ de~~ t -VvW ~ c~( 0aeuroS ~~V ~ jeckl middot
f) L -e- A - ~v - 1 L I-J - L I V1 I VV J e --- - ~ ~ IE De ~0 1EOr -TQ( -S oc ltfYCl-h 0 V CwSWe ~ b -1 lx) ~ A x -r + T -5 0+0) --)Of) ((Q ~ jGyen does A ~oIrc ~ IYI
-r ~ Of-o ~ ~ cc~M(~ a~ IT ~~ ~ ~ ~ ~N Q~ ~ fu1 ~ ~e eoplerwt
1 ros gtIIG-t ~ ~~ ~N SXO T tQ U2M
~Mus- ~ h x n ~YtX 1 ~)S ck N0~- DoR W
lt1lw l sO A- ~S ~ ~~o~ ~SU~ Qt(~-~N~- ~~~ Q(~ ~J~
~ ) LQ ~ T IK --gt RL Q 0 (~ +rCns~ (JCh~
~Vv 1~~1)= -~~1 T ( Ul) ~ [~ ) (~n) ~ l~1 ~~ T ( I ~ ~ N~ S --Q -taildac
~ l 1) 5vvgtN~()J ~ )( eft T middot l v2J$
(Ln)= T(~1-L~1-~~))= T(L1)_T(~)) -n) ~ ~i1-ij -l~1 ~ L~~1
S-o~l6 NA-ri~ 1(e0 I le t Tle3~ t ~ ~1
I _ ~ eQC-~ 0-h-p~n+ yen iJ -e or 1-Q S~ Jr Q
-~~e (Al Q)(f)cfQ ~1 ()V ~ I tgt
SDG(-- O()SIgtJe ~ue nG()s(1S 10 cltt ~~ 0 -Va iAelcrfI -t (J
Un ~~~PltL~ Cbn~ )Le- [A bJ pound G ()( ~ CA ~Yler+eG VYI CA (
r~ coJi 0s o-cA Q Vltlt(j(Yen -t ~) A ssuVY C
~ Y-CA 0- o-t U( IC)euroJ -1 ( a JJ ) A~ -II S ~ 0 f - s j ~ ~ (Y)J S x = 10 0 CO() middot ) ~ -
0
TI A hlt 10- 11 eI~(~ mw I ~~ ~~ A gt1lG
~us ( ~io~ ccuIM(S 50 c~ co~~ ( S c -C- Cc~Wf ) ~)S A~ ~ ~ ~ Aot COVlsI~~t
9 ~u ~ n~G ~-ttm ruve exOL~ ~ -vJo j)A(j ~ ~
It c 1Vleo s 1 ~cV he ~ -we) ~du-nM~Cl1 v g V1 ~ -PO- 00 ~ I~ ~IOA~ ) l
12 CSgt ~ sa ~~() A sa --INr~ o(e l Yl~(~ V1a~ f- h fl~l tt I
J()lAtuV 1 s~s-e~ cQV r-oI-f- ~(J ~dAoY1j J exac 1 0(1e lt0h-i0 0 ( IN~n i ~-1 IVc ~so lA h 0111 S i
~bsSf~l~ ~S~~ LL J-Sco(--a~V ~ i~0 Ie c 0 I 0(CR-~e GIe ~ ~Ws U~ 1 ~-t-ie (j ~ 2)
~~ Jecos ampe l~r-~ de~~ t -VvW ~ c~( 0aeuroS ~~V ~ jeckl middot
f) L -e- A - ~v - 1 L I-J - L I V1 I VV J e --- - ~ ~ IE De ~0 1EOr -TQ( -S oc ltfYCl-h 0 V CwSWe ~ b -1 lx) ~ A x -r + T -5 0+0) --)Of) ((Q ~ jGyen does A ~oIrc ~ IYI
-r ~ Of-o ~ ~ cc~M(~ a~ IT ~~ ~ ~ ~ ~N Q~ ~ fu1 ~ ~e eoplerwt
1 ros gtIIG-t ~ ~~ ~N SXO T tQ U2M
~Mus- ~ h x n ~YtX 1 ~)S ck N0~- DoR W
lt1lw l sO A- ~S ~ ~~o~ ~SU~ Qt(~-~N~- ~~~ Q(~ ~J~
~ ) LQ ~ T IK --gt RL Q 0 (~ +rCns~ (JCh~
~Vv 1~~1)= -~~1 T ( Ul) ~ [~ ) (~n) ~ l~1 ~~ T ( I ~ ~ N~ S --Q -taildac
~ l 1) 5vvgtN~()J ~ )( eft T middot l v2J$
(Ln)= T(~1-L~1-~~))= T(L1)_T(~)) -n) ~ ~i1-ij -l~1 ~ L~~1
S-o~l6 NA-ri~ 1(e0 I le t Tle3~ t ~ ~1
I _ ~ eQC-~ 0-h-p~n+ yen iJ -e or 1-Q S~ Jr Q
-~~e (Al Q)(f)cfQ ~1 ()V ~ I tgt
f) L -e- A - ~v - 1 L I-J - L I V1 I VV J e --- - ~ ~ IE De ~0 1EOr -TQ( -S oc ltfYCl-h 0 V CwSWe ~ b -1 lx) ~ A x -r + T -5 0+0) --)Of) ((Q ~ jGyen does A ~oIrc ~ IYI
-r ~ Of-o ~ ~ cc~M(~ a~ IT ~~ ~ ~ ~ ~N Q~ ~ fu1 ~ ~e eoplerwt
1 ros gtIIG-t ~ ~~ ~N SXO T tQ U2M
~Mus- ~ h x n ~YtX 1 ~)S ck N0~- DoR W
lt1lw l sO A- ~S ~ ~~o~ ~SU~ Qt(~-~N~- ~~~ Q(~ ~J~
~ ) LQ ~ T IK --gt RL Q 0 (~ +rCns~ (JCh~
~Vv 1~~1)= -~~1 T ( Ul) ~ [~ ) (~n) ~ l~1 ~~ T ( I ~ ~ N~ S --Q -taildac
~ l 1) 5vvgtN~()J ~ )( eft T middot l v2J$
(Ln)= T(~1-L~1-~~))= T(L1)_T(~)) -n) ~ ~i1-ij -l~1 ~ L~~1
S-o~l6 NA-ri~ 1(e0 I le t Tle3~ t ~ ~1
I _ ~ eQC-~ 0-h-p~n+ yen iJ -e or 1-Q S~ Jr Q
-~~e (Al Q)(f)cfQ ~1 ()V ~ I tgt
I _ ~ eQC-~ 0-h-p~n+ yen iJ -e or 1-Q S~ Jr Q
-~~e (Al Q)(f)cfQ ~1 ()V ~ I tgt