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Mares Medrano Cynthia Fernanda Por integraciòn numèrica 1 6 e x 2 dx n=5 y=f(x) X simpson 3/8 simpson 1/8 2.718281828 1x 0 54.59815 2x 1 8103.083915 3x 2 8886110.496 4x 3 x 0 72004899033 5 x 1 4.31123x10 15 6 x 2 x0 x3 e x 2 = 3 8 [ ( 2.718281828 8886110.496 ) 2 ( 54.59815 ) 3 ( 8103.083915 ) ] Er =¿ 13329207.75 x0 x2 e x 2 = 1 3 [ ( 8886110.496 4.31123E15 ) 4 ( 72004899033 ) 3 ( 0) ] Er=¿ 1437173192000000

Tarea probabilidad

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Page 1: Tarea probabilidad

Mares Medrano Cynthia Fernanda

Por integraciòn numèrica

∫1

6

ex2

dx

n=5

y=f(x) X simpson 3/8 simpson 1/8

2.718281828 1 x0

54.59815 2 x1

8103.083915 3 x2

8886110.496 4 x3 x0

72004899033 5 x1

4.31123x1015 6 x2

∫x0

x3

ex2

= 38

[ (2.718281828⧾8886110.496)⧾2 (54.59815 )⧾3 (8103.083915 ) ]⧾Er=¿

13329207.75

∫x0

x2

ex2

= 13

[ (8886110.496⧾4.31123E15 )⧾4 (72004899033 )⧾3 (0 ) ]⧾ Er=¿1437173192000000

∫1

6

ex2

dx= ∫x0

x2

ex2 ⧾ ∫

x0

x3

ex2 = 1437173205000000

Page 2: Tarea probabilidad