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PERANGKAT LUNAK PENCARIAN AKAR PERSAMAAN POLINOMIAL MENGGUNAKAN METODE NEWTON RAPHSON DAN SECANT
YOSEP NIAN WIJAYA (2007) | Tugas Akhir | Teknik Informatika , Teknik Informatika
Bagikan
Ringkasan
One of the problem in operation calculation of mathematics that is in
course of calculation to determine roots from an equation of polinomial having
degree n. solution of the problem difficult enough if finished by calculation of
analytic method or habit. If analytic method cannot be applied, hence solving of
from the problem is searched by using method of numeric.
Method of numerik is an technique used for formulating problem of
mathematics so that they earn to be solved with calcultion operation or of
arithmetic, and in every its computing step entangle system of computer because
its calculation operation quite a lot, complicated and repeatedly.
To determine roots equation of polinomial degree of n or in this case
having maximal degree five. Solution can use Method of Newton Raphson and
Method of Secant. However, result of calculation from is both of method above is
not absolute correctness, but can come near value in facy hacing mistake in every
its calculation.
Ringkasan Alternatif
One of the problem in operation calculation of mathematics that is in
course of calculation to determine roots from an equation of polinomial having
degree n. solution of the problem difficult enough if finished by calculation of
analytic method or habit. If analytic method cannot be applied, hence solving of
from the problem is searched by using method of numeric.
Method of numerik is an technique used for formulating problem of
mathematics so that they earn to be solved with calcultion operation or of
arithmetic, and in every its computing step entangle system of computer because
its calculation operation quite a lot, complicated and repeatedly.
To determine roots equation of polinomial degree of n or in this case
having maximal degree five. Solution can use Method of Newton Raphson and
Method of Secant. However, result of calculation from is both of method above is
not absolute correctness, but can come near value in facy hacing mistake in every
its calculation.