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{MPLTEXT 1 202 0 "" }}}{EXCHG {PARA 201 "" 0 "" {TEXT 203 30 "Defining
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201 "" 0 "" {TEXT 204 38 "Define and plot f(x) = 3x^2 + 6sin(x)." }}
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203 32 "Stronger command and very useful" }}{PARA 201 "" 0 "" {TEXT 
204 0 "" }}{PARA 201 "" 0 "" {TEXT 204 101 "From the algebraic express
ion: 3x^4 + 5x define a function using the \"unapply\" command and the
n graph" }}{PARA 201 "" 0 "" {TEXT 204 0 "" }}}{EXCHG {PARA 201 "" 0 "
" {TEXT 204 0 "" }}{PARA 201 "" 0 "" {TEXT 203 19 "Piecewise functions
" }}{PARA 201 "" 0 "" {TEXT 204 0 "" }}{PARA 201 "" 0 "" {TEXT 204 83 
"Define a piecewise function f(x) = 4sin(x), if x > 4 and 7-2x, otherw
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201 "" 0 "" {TEXT 204 15 "Several Graphs " }}{PARA 201 "" 0 "" {TEXT 
204 0 "" }}{PARA 201 "" 0 "" {TEXT 204 81 "In the same graph include p
lot two of your previous functions in different color." }}{PARA 201 ""
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}}{PARA 201 "" 0 "" {TEXT 204 0 "" }}{PARA 201 "" 0 "" {TEXT 204 32 "U
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{PARA 201 "" 0 "" {TEXT 204 33 "f(x)= cos(5x-3) + 4x^2 when x-> 2" }}
{PARA 201 "" 0 "" {TEXT 204 0 "" }}}{EXCHG {PARA 201 "" 0 "" {TEXT 
204 81 "Two very useful commands :  \"evalf\" (numerically evaluate al
gebraic expressions) " }{TEXT 204 0 "" }}{PARA 201 "" 0 "" {TEXT 204 
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201 "" 0 "" {TEXT 204 0 "" }}{PARA 201 "" 0 "" {TEXT 203 15 "Different
iation" }{TEXT 204 0 "" }}{PARA 201 "" 0 "" {TEXT 204 18 " Use both co
mmands" }}{PARA 201 "" 0 "" {TEXT 204 0 "" }}{PARA 201 "" 0 "" {TEXT 
204 6 "Diff()" }}{PARA 201 "" 0 "" {TEXT 204 6 "diff()" }}{PARA 201 ""
 0 "" {TEXT 204 5 "D()()" }}{PARA 201 "" 0 "" {TEXT 204 38 "Also, Obta
in higher order derivatives." }}{PARA 201 "" 0 "" {TEXT 204 22 "for f(
x) = exp(sin(x))" }}{PARA 201 "" 0 "" {TEXT 204 0 "" }}}{EXCHG {PARA 
201 "" 0 "" {TEXT 203 24 "Integration of functions" }{TEXT 204 0 "" }}
{PARA 201 "" 0 "" {TEXT 204 17 " f(x)= x^2sin(x) " }}{PARA 201 "" 0 ""
 {TEXT 204 12 "Indefinite. " }{TEXT 204 41 "Define functions out of th
e int () output" }{TEXT 204 0 "" }}{PARA 201 "" 0 "" {TEXT 204 8 "Defi
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