kalkulasi akar persamaan metode bagi 2

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KALKULASI AKAR PERSAMAAN METODE BAGI DUA (BISECTION) Y: : Input Data : : 2.600 : 2.700 Iterasi 0 2.60000000 2.70000000 2.65000000 -64.32800000 1 2.65000000 2.70000000 2.67500000 -25.71753125 2 2.67500000 2.70000000 2.68750000 -6.39984570 3 2.67500000 2.68750000 2.68125000 -6.39984570 4 2.68125000 2.68750000 2.68437500 -1.56996888 5 2.68125000 2.68437500 2.68281250 -1.56996888 6 2.68281250 2.68437500 2.68359375 -0.36249262 7 2.68281250 2.68359375 2.68320313 -0.36249262 8 2.68320313 2.68359375 2.68339844 -0.06062344 9 2.68320313 2.68339844 2.68330078 -0.06062344 10 2.68320313 2.68330078 2.68325195 -0.06062344 5x 4 + 216x 2 - 1296 X r (X I + X u )/2 X I X U X I X U X r ƒ(X I )

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teknik sipil unaya aceh th2011analisa numerik

Transcript of kalkulasi akar persamaan metode bagi 2

Page 1: kalkulasi akar persamaan metode bagi 2

KALKULASI AKAR PERSAMAAN METODE BAGI DUA (BISECTION)

Y :

:

Input Data :

: 2.600

: 2.700

Iterasi

0 2.60000000 2.70000000 2.65000000 -64.328000001 2.65000000 2.70000000 2.67500000 -25.717531252 2.67500000 2.70000000 2.68750000 -6.399845703 2.67500000 2.68750000 2.68125000 -6.399845704 2.68125000 2.68750000 2.68437500 -1.569968885 2.68125000 2.68437500 2.68281250 -1.569968886 2.68281250 2.68437500 2.68359375 -0.362492627 2.68281250 2.68359375 2.68320313 -0.362492628 2.68320313 2.68359375 2.68339844 -0.060623449 2.68320313 2.68339844 2.68330078 -0.06062344

10 2.68320313 2.68330078 2.68325195 -0.06062344

5x4 + 216x2 - 1296X

r(X

I + X

u )/2

XI

XU

XI

XU

Xr

ƒ(XI)

Page 2: kalkulasi akar persamaan metode bagi 2

11 2.68325195 2.68330078 2.68327637 -0.0228898012 2.68327637 2.68330078 2.68328857 -0.0040229713 2.68327637 2.68328857 2.68328247 -0.0040229714 2.68327637 2.68328247 2.68327942 -0.0040229715 2.68327942 2.68328247 2.68328094 -0.0016646216 2.68328094 2.68328247 2.68328171 -0.0004854417 2.68328094 2.68328171 2.68328133 -0.0004854418 2.68328133 2.68328171 2.68328152 -0.0001906519 2.68328152 2.68328171 2.68328161 -0.0000432520 2.68328152 2.68328161 2.68328156 -0.00004325

Page 3: kalkulasi akar persamaan metode bagi 2

Chek

12.91950000 -25.71753125 1 012.91950000 -6.39984570 1 0.00009345812.91950000 3.25993347 -1 0.0000465123.25993347 -1.56996888 1 0.0000233103.25993347 0.84498402 -1 0.0000116410.84498402 -0.36249262 1 0.0000058240.84498402 0.24124573 -1 0.0000029110.24124573 -0.06062344 1 0.0000014560.24124573 0.09031114 -1 0.0000007280.09031114 0.01484385 -1 0.0000003640.01484385 -0.02288980 1 0.000000182

ƒ(Xu) ƒ(X

r) ƒ(X

I).ƒ(X

r)

Page 4: kalkulasi akar persamaan metode bagi 2

0.01484385 -0.00402297 1 0.0000000910.01484385 0.00541044 -1 0.0000000450.00541044 0.00069373 -1 0.0000000230.00069373 -0.00166462 1 0.0000000110.00069373 -0.00048544 1 0.0000000060.00069373 0.00010414 -1 0.0000000030.00010414 -0.00019065 1 0.0000000010.00010414 -0.00004325 1 0.0000000010.00010414 0.00003045 -1 0.0000000000.00003045 -0.00000640 1 0.000000000