FUNCIN LINEALxy=
f(x)-3-1-21-13051729311xY-3-1-21-13051729311
FUNCIN LINEAL
y= f(x)
X
y = 2x + 5
FUNCIN CUADRATICAxy= f(x)-36-21-1-20-31-22136xy=
f(x)-36-21-1-20-31-22136
Y
FUNCIN CBICAxy= f(x)-3-27-2-8xy=
f(x)-1-1-3-2700-2-811-1-128003271128xy=
f(x)327-3-27-2-8-1-1001128327
FUNCIN RAZxy= f(x)00.00xy=
f(x)11.0000.0021.4111.0031.7321.4142.0031.7352.2442.0062.4552.2472.6562.4572.65
FUNCIN RACIONALxy= f(x)-5-0.20xy= f(x)xy=
f(x)-4-0.25-5-0.200.110.00-3-0.33-4-0.250.25.00-2-0.50-3-0.330.33.33-1-1.00-2-0.500.42.50-0.5-2.00-1-1.000.52.00-0.4-2.50-0.5-2.0011.00-0.3-3.33-0.4-2.5020.50-0.2-5.00-0.3-3.3330.33-0.1-10.00-0.2-5.0040.250.110.00-0.1-10.0050.200.25.000.33.330.42.500.52.0011.0020.5030.3340.2550.20
f(x)=-2x+2TABLA DE VALORESxY-38-26-1402102-23-4
f(x)=-2x+2
Y
X
Y
y = -2x + 2
f(x)=-(x)^2-2TABLA DE VALORESxY-3-7-2-2-1102112-23-7
FUNCIN EXPONENCIALTABLA DE
VALORESxY-30.125-20.25-10.501122438
FUNCIN INVERSATABLA DE VALORESTABLA DE
VALORESxYxY-3-2-3-5-2-1.5-2-3-1-1-1-10-0.501101320.5253137
FUNCIN INVERSA CUADRATICATABLA DE VALORESTABLA DE
VALORESxYxY-36-30.00-21-21.00-1-2-11.410-301.731-212.002122.243632.45
FUNCIN INVERSA CUADRATICA
X
Y
(
)
(3)2351
f
-=-+=-
(3)2351f
(
)
(2)2251
f
-=-+=
(2)2251f
(
)
(1)2153
f
-=-+=
(1)2153f
(
)
(0)2055
f
=+=
(0)2055f
(
)
(1)2157
f
=+=
(1)2157f
(
)
(2)2259
f
=+=
(2)2259f
(
)
(3)23511
f
=+=
(3)23511f
(
)
2
(3)336
f
-=--=
2(3)336f
(
)
2
(2)231
f
-=--=
2(2)231f
(
)
2
(1)132
f
-=--=-
2(1)132f
(
)
2
(0)033
f
=-=-
2(0)033f
(
)
2
(1)132
f
=-=-
2(1)132f
(
)
2
(2)231
f
=-=
2(2)231f
(
)
2
(3)336
f
=-=
2(3)336f
(
)
3
(3)327
f
-=-=-
3(3)327f
(
)
3
(2)28
f
-=-=-
3(2)28f
(
)
3
(1)11
f
-=-=-
3(1)11f
(
)
3
(3)327
f
==
3(3)327f
11
(5)
55
f
-==-
-
11(5)55f
11
(4)
44
f
-==-
-
11(4)44f
11
(3)
33
f
-==-
-
11(3)33f
1
(1)1
1
f
-==-
-
1(1)11f
1
(0,5)2
0,5
f
-==-
-
1(0,5)20,5f
1
(0,4)2,5
0,4
f
-==-
-
1(0,4)2,50,4f
1
(0,3)3,33
0,3
f
-==-
-
1(0,3)3,330,3f
1
(0,2)5
0,2
f
-==-
-
1(0,2)50,2f
1
(0,1)10
0,1
f
-==-
-
1(0,1)100,1f
1
(0,1)10
0,1
f
==-
1(0,1)100,1f
11
(2)
55
f
-==-
-
11(2)55f
1
(0,2)5
0,2
f
==-
1(0,2)50,2f
1
(0,3)3,33
0,3
f
==-
1(0,3)3,330,3f
1
(0,4)2,5
0,4
f
==-
1(0,4)2,50,4f
1
(0,5)2
0,5
f
==
1(0,5)20,5f
1
(2)0,5
2
f
==
1(2)0,52f
1
(3)0,33
3
f
==
1(3)0,333f
1
(4)0,25
4
f
==
1(4)0,254f
1
(5)0,2
5
f
==
1(5)0,25f
1
1
1
()
2
11
()
22
x
fx
fxx
-
-
-
=
=-
MBD0004CEB5.unknown
MBD00051B2B.unknown
MBD000CD0F9.unknown
MBD00F4E0F0.unknown
MBD00F67895.unknown
MBD00F67B49.unknown
MBD00F4EEAA.unknown
MBD000CD201.unknown
MBD000CD292.unknown
MBD000CD17D.unknown
MBD000CC35F.unknown
MBD000CCD74.unknown
MBD000CCEDF.unknown
MBD000CCCDE.unknown
MBD000CA2C6.unknown
MBD000CA2C8.unknown
MBD000CA2CA.unknown
MBD000CA2CC.unknown
MBD000CA2CD.unknown
MBD000CA2CB.unknown
MBD000CA2C9.unknown
MBD000CA2C7.unknown
MBD00051C0B.unknown
MBD00051C74.unknown
MBD00051B9A.unknown
MBD0005026C.unknown
MBD00051213.unknown
MBD0005188D.unknown
MBD000504D5.unknown
MBD0004DF36.unknown
MBD00050153.unknown
MBD0004DA13.unknown
MBD000490FB.unknown
MBD0004A90D.unknown
MBD0004AA4C.unknown
MBD0004AADB.unknown
MBD0004A9C4.unknown
MBD0004A7FD.unknown
MBD0004A885.unknown
MBD0004A778.unknown
MBD00030AA2.unknown
MBD000325F5.unknown
MBD00032605.unknown
MBD00045AB9.unknown
MBD000325FC.unknown
MBD00030AA4.unknown
MBD000325EC.unknown
MBD00030AA3.unknown
MBD000069C3.unknown
MBD00030A9D.unknown
MBD00030AA1.unknown
MBD000069C4.unknown
MBD000069B8.unknown
MBD000069BA.unknown
MBD000069BB.unknown
MBD000069B9.unknown
MBD000069B6.unknown
MBD000069B7.unknown
