ࡱ> .0-c jbjbSS 11]:::~~~~~ ~d!######,NBPO:S@O@l:!Nf!,!,:! \s~~"!Example 1a: Below is the graph of logistic data describing computer sales for each of 26 months.  When difference quotients are calculated for a logistic data set of the form (t,P), we can graph the difference quotients versus the t, (t, dP/dt), to see what the derivative looks like.  The graph is definitely not linear, and in fact, should be quadratic.    ef/0 j U jU6 jUmH5CJ  deghijklmnopq./123456789: deghijklmnopq./123456789:6/ =!"#$%|,,  c yg(,,(d'` DdL-8"aa<  C Ab ɋ텥KpÇs DRdn ɋ텥KpÇsPNG  IHDRLNvgAMAsBIT&C pHYsN YIDATxr6EQeA)J4! 8\);)#{\j7HϷ."@, ߟ*p_F޳:6qcZZ;|\ XOƕ7+Vi0JbDX"@'l`TjU0 JbDX"@, K%rr x@,JbDX"@, K%r9b9 X q%DX"@, K%r9b9XN< q%DX"@, Kk6Z 4/`Xm*R~sR^Ι^ ٕ0Ʊ14 Ó;9+W6fpbDX"@, 7U;Z ȸX"@, K%r9bx@,'˸X"@i{Kج\㭌+Nf;D7o*S9n1˱^0=_H57( 0 K%r9bxK\ڌ^x@j ȸ.$l" f09 Ke\ CnJi#9S؈޽k_M9"k#7I2'wr~@`^;4PA,_Cy&O+-jᬮ`jVHZl hl>ltcb+SJM†&0Z/oDX"@, K%r9b9XN< q%DX"@, K%r9bu8c#D>zYO9 X39`2N䀙x8!ƕ9bDX"@,'C+zE0_I< ˸bJ IDg 1 Ɲz\Sk]^6[ ȕRZmRޝ0 k)j#w ]]Uظ_NBbKFc38DX"@, ïڱ1u<+%r9bDX"@, ˉ'r +%r9bDX"@, KX/b9 Xƕ9bux&CiÕYg\ @, q%L);#&‰'r +n@"ǠuγX"@,JeJ 'rJ Jb=+^F/`Xۑ[Jn0cVgv0;0vuefi {OnpJmŖfpbDX"@v:NnWC1 K%r9bDX"@,'ˉ'2 K%r9bDX"@, cX/bWK%r` *9 @x#S&,"D="Nq 8<_n)39bDX"@,[s|ϤD%FKVv{v^#k#w[nہnF䖛\Mj;r7QONLJ2-rx^"x;ŸX"@Jw|[e\ @, K%r9bDXN< V;ZNq%DX"@, K%r9b@,z˸X"@xfуgCGЖY ƕ9bW ͔ &'9XN< '9bDX"@, >e}cKVRJsK`dmvq':+`^z-7mO]e`R@vucouՕeJ L}[@Fc38fpLD ?ƕ9buW^.`p?B@,JbDX]=5U \q%DXƕWaJ \O.J:+k0 %r9bl!8YpDD8J>];HCD74` :̜`"wڙ "b\QgAe38DX"@, K%rr :ZS`@ƕ9bDX"@, }r淡namDn{IK`dk9a=֫qt80}˼D 'Z] FniX3m`ƕlzJ9Z1C;zK%rL.$y:ZcQĸX"@, K%r9bx@,'˸X"@, K%r9bDX ce\ @, K%r9bDXN< Oe\ @, K%r9bDX>nǝ0E;.J_tas}w?'>ruX-בǀ(}t[}v;jR"WkS?xZyw=₼ncwrϏw׾ďPO+ϙ,M +*Y]9~~}v(kr'9h劽ε,tv]+?˸X"@-DWJIENDB`@ Dd}'<  C Ab +ƒ8mT,1  Rdn +ƒ8mT,1PNG  IHDR}j)gAMAsBIT&C pHYsN IDATxrEQq*˜vc #iƊy Iw7I?@#q NOTspgWiyo~)eowХcR]?!֕{!3)k&3;?flP\fG_dK? j#75jܣʨ1pH?@#q đ~8pVw+WJ?)gп/wzi)^zH^^~ZUf_ߎUzzO|>q~)fy?r8W>ܽYI?@)wofOhO~$q đ~8GH?@jttUq đ~8G{UCߖ՟]:t"бkBoKu]%q đ~8jc8|H?@#q đ~8GH?@#q đ~8jc8|!:ig tC⯯pV,}@!{H?@#q đ~8EכJֻ_y@/ӿ}{Wy3 Zp xzO@C~8GH?@#q ıU @[1GH?@#q đ~"-??__g|KuVO݇-#qlV-q đ~8GH?@#q đ~8GU<'6X*>-ڼ>8w==mă>Г7X?\7}y~oʟEt{c~O>q đ~8GH?@#q đ~8YVlH?jz$gETOVЩXH71Yݑ~8GH?&hA7gA7gA7gA知 ݇GHL~'1=|?W|T\.3[`z>'t14o+H."2W7\:.suHtz)9uHL$2Qh_D54E1^ @w0W\`5?MM4WZBG)?%D \\MK:q/]2'm?/:|~}ۿ\ߤ/wGr}[11cc8)@Wq.3:[yʓR6ÔΓséR~>&aOD#=Y'Ksl{|~9&\rϖ ׫ʗ℉0dx]When difference quotients are calculated for a logistic data set of the form (t,P), we can graph the difference quotients vers Tom Marker Tom Marker Oh+'0 ,@L\ p|    'When difference quotients are calculated for a logistic data set of the form (t,P), we can graph the difference quotients vershen Tom Markereom Normalk Tom Markere4m Microsoft Word 8.0t@Ik@ @, @o[ Z ՜.+,D՜.+,h hp|  H'ENCx: When difference quotients are calculated for a logistic data set of the form (t,P), we can graph the difference quotients vers Title 6> _PID_GUID'AN{40CCD480-76C8-11D5-9C4E-003065ADE4AA}  !"#$&'()*+,/Root Entryffffffffffffffffffffffffffffffffffffffffff FffffffffL 1ffffDataffffffffffffffffffffffffffffffffffffffffffffffffffffff ffffffffffffffffffffffffffffffffffff ffff1TableffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffWordDocumentffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffSummaryInformationffffffffffffffffffffffff(ffffffffffffffffffffffffffffffffffffffffDocumentSummaryInformationffffffff8ffffffffffffffffffffffffffffffffffff%ffffCompObjffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffXffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffff FMicrosoft Word DocumentNB6WWord.Document.8