${m3} left parenthesis, "l" , "f" left parenthesis, "l" , right parenthesis , right parenthesis left brace, "l" less than "g" , right bracel,fll<g
Label:
equals=
left parenthesis, negative 5 , 8 , right parenthesis−5,8
left parenthesis, negative 4 , 6.2 , right parenthesis−4,6.2
left parenthesis, negative 3 , 4.8 , right parenthesis−3,4.8
left parenthesis, negative 2 , 3.8 , right parenthesis−2,3.8
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18
Expression 19: "m" equals "f" prime left parenthesis, "l" , right parenthesism=f′l
equals=
negative 2−2
negative 1.6−1.6
negative 1.2−1.2
negative 0.8−0.8
negative 0.4−0.4
00
0.40.4
0.80.8
1.21.2
1.61.6
22
19
Expression 20: "m" Subscript, 3 , Baseline equals .0 0 1floor left parenthesis, 1000 "m" , right parenthesism3=.001floor1000m
equals=
negative 2−2
negative 1.6−1.6
negative 1.2−1.2
negative 0.8−0.8
negative 0.4−0.4
00
0.40.4
0.80.8
1.21.2
1.61.6
22
20
Expression 21: "y" equals "f" prime left parenthesis, "g" , right parenthesis left parenthesis, "x" minus "g" , right parenthesis plus "f" left parenthesis, "g" , right parenthesis left brace, "g" minus "a" less than "x" less than "g" plus "a" , right brace left brace, "f" left parenthesis, "g" , right parenthesis minus "a" less than "y" less than "f" left parenthesis, "g" , right parenthesis plus "a" , right bracey=f′gx−g+fgg−a<x<g+afg−a<y<fg+a
21
Expression 22: "y" equals "f" prime left parenthesis, "c" , right parenthesis left parenthesis, "x" minus "c" , right parenthesis plus "f" left parenthesis, "c" , right parenthesisy=f′cx−c+fc
22
Expression 23: "c" equals 6.0 7 9c=6.079
negative 10−10
1010
23
Expression 24: "t" equals 8.2 5t=8.25
00
2222
24
Expression 25: "a" equals StartAbsoluteValue, 3sin .5 pi "t" , EndAbsoluteValuea=3sin.5πt
equals=
0.2 5 8 8 5 9 0 9 7 3 9 40.258859097394
25
Expression 26: "g" equals floor left parenthesis, .5 "t" minus 5 , right parenthesisg=floor.5t−5
equals=
negative 1−1
26
Hidden Label: left parenthesis, "g" , "f" left parenthesis, "g" , right parenthesis , right parenthesisg,fg
Label
equals=
left parenthesis, negative 1 , 3.2 , right parenthesis−1,3.2
27
${m3} left parenthesis, "l" , "m" Subscript, 3 , Baseline , right parenthesis left brace, "l" less than "g" , right bracel,m3l<g
Label:
equals=
left parenthesis, negative 5 , negative 2 , right parenthesis−5,−2
left parenthesis, negative 4 , negative 1.6 , right parenthesis−4,−1.6
left parenthesis, negative 3 , negative 1.2 , right parenthesis−3,−1.2
left parenthesis, negative 2 , negative 0.8 , right parenthesis−2,−0.8
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28
${n} left parenthesis, "c" , "f" prime left parenthesis, "c" , right parenthesis , right parenthesis left brace, "l" less than "g" , right bracec,f′cl<g
Label:
equals=
left parenthesis, 6.0 5 4 , 2.4 2 2 , right parenthesis6.054,2.422
left parenthesis, 6.0 5 4 , 2.4 2 2 , right parenthesis6.054,2.422
left parenthesis, 6.0 5 4 , 2.4 2 2 , right parenthesis6.054,2.422
left parenthesis, 6.0 5 4 , 2.4 2 2 , right parenthesis6.054,2.422
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29
derivative: left parenthesis, "c" minus 1 , "f" prime left parenthesis, "c" minus 1 , right parenthesis , right parenthesis left brace, "l" less than "g" , right bracec−1,f′c−1l<g
Label:
equals=
left parenthesis, 5.0 5 4 , 2.0 2 2 , right parenthesis5.054,2.022
left parenthesis, 5.0 5 4 , 2.0 2 2 , right parenthesis5.054,2.022
left parenthesis, 5.0 5 4 , 2.0 2 2 , right parenthesis5.054,2.022
left parenthesis, 5.0 5 4 , 2.0 2 2 , right parenthesis5.054,2.022
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30
${n} left parenthesis, "c" , "f" left parenthesis, "c" , right parenthesis , right parenthesisc,fc
Label:
equals=
left parenthesis, 6.0 5 4 , 10.3 3 0 1 8 3 2 , right parenthesis6.054,10.3301832
31
Expression 32: "n" equals .1floor left parenthesis, 10 "f" prime left parenthesis, "c" , right parenthesis , right parenthesisn=.1floor10f′c
equals=
2.42.4
32
original function: left parenthesis, 7 , "f" left parenthesis, 7 , right parenthesis , right parenthesis7,f7
Label:
equals=
left parenthesis, 7 , 12.8 , right parenthesis7,12.8
33
Expression 34: "y" equals "f" prime left parenthesis, "x" , right parenthesis left brace, "x" less than "c" , right bracey=f′xx<c
34
Expression 35: "q" equals "f" prime prime left parenthesis, "c" minus 1 , right parenthesisq=f′′c−1
