Iw=Odd +(I)  1Courier NewSymbolxyx1Courier New1Courier NewTimes New RomanTimes New Romanxyx1Courier New1Courier New1Courier New1Courier NewTPl STPl STPl STPl S?/ <```@@@?~~~~~ԱޱޱԱ޿޿ph (((Pdd { d< p {2@@@???@@@@@@033333??@^ߛOw????d <H@N<įQHx@@?@ @@@Pջ?@@?@?@?@@2 2??@$$$@???????@?TX\`dhl͘g(x) y = g(x)O0O2??@$$$??????????TX\`dhl0ۘag(a)pi/4(x,y) = (a,g(a))2 2??@$$$@???????܍n)܍n)@?ptx|pܘDޘ g(a)+m*(x-a)y = g(a)+m*(x-a)2 2??@$$$@???????@? ptx|x L0g(a)+(g(a+h)-g(a))/h*(x-a)y = g(a)+(g(a+h)-g(a))/h*(x-a)2??@$$$p= ף?pGR????????p= ף?pGR:Ea+hg(a+h)pi/4(x,y) = (a+h,g(a+h))xyz?JXT@(\?@T5+?Puuor,@@@@@@@@?@@@@@@@@@@@@@@@@@@D tD tD tX^3+5X^2-8X-2GIllustration of the Derivative as the Slope of Tangent Line8hs3@?X%X@fGi@Times New Roman Illustration of the Derivative as the Slope of Tangent Line??@]cnt@7<@Times New Roman y = g(x)(I$I܍n)@8j@%0O9653179X)-2)$(x,y) = (a,g(a))(I$I܍n)@`IƢ@ܮy = g(a)+m*(x-a) (I$I܍n)@"@y = g(a)+(g(a+h)-g(a))/h*(x-a)@@@ (I$I콟1͠@H(.@@@@@@@@@L(x,y) = (a+h,g(a+h))0)0(I$I@/,@0)0)0