x f0(x)
0.4 3.219309952
0.6000000000000001 4.544500128000001
1 8.2879
1.6 23.99115212800001
3.6 237.81212812800004
4.4 258.47123315199974
Pendiente de orden 1
f1
(
x0, x1
)
=4.544500128000001−3.219309952
0.6000000000000001−0.4 =6.625950880000002
f1
(
x1, x2
)
=8.2879−4.544500128000001
1−0.6000000000000001 =9.3584996799999998 4
f1
(
x2, x3
)
=23.99115212800001−8.2879
1.6−1=26.17208688000001 7
f1
(
x3, x4
)
=237.81212812800004−23.99115212800001
3.6−1.6 =106.910488000000015
f1
(
x4, x5
)
=258.47123315199974−237.81212812800004
4.4−3.6 =25.823881279999625
Pendiente de orden 2.
f2
(
x0, x1, x2
)
=9.3584996799999998 4−6.625950880000002
1−0.4 =4.5542479999999964
f2
(
x1, x2, x 3
)
=26.17208688000001 7−9.35849967999999984
1.6 −0.6000000000000001 =16.8135872000000 2
f2
(
x2, x3, x 4
)
=106.910488000000015−26.172086880000017
3.6−1=31.053231199999999
f2
(
x3, x4, x 5
)
=25.823881279999625−106.910488000000015
4.4−1.6 =−28.9595024000001 4
Pendiente de orden 3.
f3
(
x0, x1, x2, x3
)
=16.81358720000002−4.5542479999999964
1.6−0.4 =10.2161160000000 2
f3
(
x1, x2, x 3, x4
)
=31.053231199999999−16.8135872000000 2
3.6 −0.6000000000000001 =4.74654799999999316
f3
(
x2, x3, x 4,x 5
)
=−28.9595024000001 4−31.053231199999999
4.4−1=−17.65080400000004 1
Pendiente de orden 4.
